tag:blogger.com,1999:blog-54223745934873168862024-03-14T16:49:05.580+01:00Tercer Ciclo de PrimariaCEIP Virgen del Carmen, Castell de Ferro (Granada, España)CEIP Virgen del Carmenhttp://www.blogger.com/profile/02175522174340725952noreply@blogger.comBlogger232125tag:blogger.com,1999:blog-5422374593487316886.post-55401593145529925242015-03-11T20:32:00.000+01:002015-03-11T20:32:08.872+01:00Cueva de Nerja.<iframe allowfullscreen="" frameborder="0" height="296" src="http://photopeach.com/embed/a560g5" width="445"></iframe>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5422374593487316886.post-13897377659024390762015-02-23T11:30:00.001+01:002015-02-23T11:30:18.468+01:00CARNAVAL 2015.<div style="text-align: center;">
<iframe allowfullscreen="" frameborder="0" height="296" src="http://photopeach.com/embed/10aw9pi" width="445"></iframe></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5422374593487316886.post-48351869156266210482015-02-03T09:50:00.001+01:002015-02-03T09:50:23.014+01:00CIRCUITOS ELÉCTRICOS 6ºBAquí os dejamos unas fotografías sobre unos trabajos que el grupo de 6º B realizamos esta semana pasada. Dichos circuitos eléctricos son en paralelo, en serie y electro imán.<br />
¡Esperamos que os gusten!<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnOmpYl30z_T2Lezu65yt2on1koVamZuzgbT13aRbCXB0jsOmiMfpCoTg5cBF9MEp9a7uNQpnZX5SfCiQif7VQNP-X3qmTHQHc582jVjHNyWghjKG0sR73-sBxtr1Kdr0CiN0LkUzOZbU/s1600/DSC00643.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnOmpYl30z_T2Lezu65yt2on1koVamZuzgbT13aRbCXB0jsOmiMfpCoTg5cBF9MEp9a7uNQpnZX5SfCiQif7VQNP-X3qmTHQHc582jVjHNyWghjKG0sR73-sBxtr1Kdr0CiN0LkUzOZbU/s1600/DSC00643.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiS8L8zobIF1SJ4c38izXhxze0B-A_rhM2wV_YTUr2VkDMSLM9pyixYckhxT7D8uw3LWLT6GamrgzNIZF5BpqcKbDDFkNl5JGAakCaRyJ4Dn2SFYrwhhF2ZaTmGYHevZBEK_-s_ClT_uvA/s1600/DSC00644.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiS8L8zobIF1SJ4c38izXhxze0B-A_rhM2wV_YTUr2VkDMSLM9pyixYckhxT7D8uw3LWLT6GamrgzNIZF5BpqcKbDDFkNl5JGAakCaRyJ4Dn2SFYrwhhF2ZaTmGYHevZBEK_-s_ClT_uvA/s1600/DSC00644.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoRQA4RcgTsYboAypbPrWLuGmha3XI25TrlIf8r7o_MX-GmqHzoTacxgECVyVbSm3OfN7lUnMciF6y45wu1rCVRoQZ_7rtfHszbGWy8Lt0ekopc6qAatfxdy4ZwsFzkICAR4o0q0U0g5w/s1600/DSC00645.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoRQA4RcgTsYboAypbPrWLuGmha3XI25TrlIf8r7o_MX-GmqHzoTacxgECVyVbSm3OfN7lUnMciF6y45wu1rCVRoQZ_7rtfHszbGWy8Lt0ekopc6qAatfxdy4ZwsFzkICAR4o0q0U0g5w/s1600/DSC00645.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi29USzRzA5sCpTO5s2b0JImRIIi45OnlyVozF3TCV1JLstRRNbK1esbf2wtERkdYizKB7gh1HdmHg0ORcbN2MgxDXZXRfR7ZCOqo_eCADLzG37NlAoKo7_YWR-0XL48TrVgarLXa6_dG8/s1600/DSC00646.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi29USzRzA5sCpTO5s2b0JImRIIi45OnlyVozF3TCV1JLstRRNbK1esbf2wtERkdYizKB7gh1HdmHg0ORcbN2MgxDXZXRfR7ZCOqo_eCADLzG37NlAoKo7_YWR-0XL48TrVgarLXa6_dG8/s1600/DSC00646.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJC3AZZXAD0a3AGjghfEt497LCDcMCOsaQI6QIfup2s2Vo-Ce9VERea5KMeMmlNphFjA4ODfi3KPPT5tIs82emQf4owmxpb7bJNPA66SuU1cYViUoWwl5Es_wRlkEtUf4iyWsQN_aN9Ec/s1600/DSC00647.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJC3AZZXAD0a3AGjghfEt497LCDcMCOsaQI6QIfup2s2Vo-Ce9VERea5KMeMmlNphFjA4ODfi3KPPT5tIs82emQf4owmxpb7bJNPA66SuU1cYViUoWwl5Es_wRlkEtUf4iyWsQN_aN9Ec/s1600/DSC00647.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgASjesLNz1eqCI4dD0e9YDivXCP8mZEKktpIv86iJDUSITFggL2sXe4qcfBUbbYg9-CuDDQC0sW-4VDtUDA1YiIqRzMTJLRFYBBj9ifQ7gp21ZlC-4PlT9ddpMXHJU3Nz5Qib6t51LnRU/s1600/DSC00648.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgASjesLNz1eqCI4dD0e9YDivXCP8mZEKktpIv86iJDUSITFggL2sXe4qcfBUbbYg9-CuDDQC0sW-4VDtUDA1YiIqRzMTJLRFYBBj9ifQ7gp21ZlC-4PlT9ddpMXHJU3Nz5Qib6t51LnRU/s1600/DSC00648.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIemvsTRkjffUnoJzCktmHa0ASJAXtQhAYdulAZcy-vH8vafV_rCuwtX5S-s5yW5XkF_3PEOc9021LfqqYIpgQ_OXGhgf98b9zc_JfmvpC07ORo3nmhFOQlua_wchES-zgcHMZrsQ4JMI/s1600/DSC00649.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIemvsTRkjffUnoJzCktmHa0ASJAXtQhAYdulAZcy-vH8vafV_rCuwtX5S-s5yW5XkF_3PEOc9021LfqqYIpgQ_OXGhgf98b9zc_JfmvpC07ORo3nmhFOQlua_wchES-zgcHMZrsQ4JMI/s1600/DSC00649.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRG8j0-TvgJNfVvKZ4dkVp9BiLCa997svOiCj0c1MwFcMKaQGl0EBAHGpuKzygwEHBPQAz9NUMJEzl9l7BwsGJGLgRBiP6rjE6hR-qwcVBKqGgXTWa7cZV6I06hpiQqWFE3XwUhUAHVqE/s1600/DSC00650.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRG8j0-TvgJNfVvKZ4dkVp9BiLCa997svOiCj0c1MwFcMKaQGl0EBAHGpuKzygwEHBPQAz9NUMJEzl9l7BwsGJGLgRBiP6rjE6hR-qwcVBKqGgXTWa7cZV6I06hpiQqWFE3XwUhUAHVqE/s1600/DSC00650.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIhRVVu9LgM1rEaO_ljF-inbzHPNSP_BaCn0DoG2UviUvYcTnBw_sAD0gAaCJzAL06ol5wM1JoWesWn9BJhBxBdt-PgiORnSvCtKQ6-Ge0SCxZXST0iNjvMMyUGgk5Jfmv6m3fyowUVQk/s1600/DSC00651.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIhRVVu9LgM1rEaO_ljF-inbzHPNSP_BaCn0DoG2UviUvYcTnBw_sAD0gAaCJzAL06ol5wM1JoWesWn9BJhBxBdt-PgiORnSvCtKQ6-Ge0SCxZXST0iNjvMMyUGgk5Jfmv6m3fyowUVQk/s1600/DSC00651.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipW-z5NEkjrs073rJLTDb0AVaIhlqifPPzQbAiiAcAb06YrwQAuw8d6N_0QTmq_cdZMvxI6roplt6H2Pjea-VxwByj-bie64p8PgwdL16ozR-YHrIdJ7U7XY_QnhqWa5stqco4ZxXYQcs/s1600/DSC00652.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipW-z5NEkjrs073rJLTDb0AVaIhlqifPPzQbAiiAcAb06YrwQAuw8d6N_0QTmq_cdZMvxI6roplt6H2Pjea-VxwByj-bie64p8PgwdL16ozR-YHrIdJ7U7XY_QnhqWa5stqco4ZxXYQcs/s1600/DSC00652.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDbQqQipN2b5IvqxSYzpKI2ipIxHFjvZQ2HV3I0WU9mEwf1lYbUVn3aZF6MJ39af1Uj2-6h2SxOt0HxhLPhORPdx-BmLe6BvH918xYGUtMO1VBzc5xrVdC4NsZMtyvUIDZOX92SH7W_EA/s1600/DSC00653.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDbQqQipN2b5IvqxSYzpKI2ipIxHFjvZQ2HV3I0WU9mEwf1lYbUVn3aZF6MJ39af1Uj2-6h2SxOt0HxhLPhORPdx-BmLe6BvH918xYGUtMO1VBzc5xrVdC4NsZMtyvUIDZOX92SH7W_EA/s1600/DSC00653.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEin5Wb1F-qAyu4wJJa9HDNPV0r5_EYdtbbuGuAfQqz5HQ4-C9CrIHNRcvpoDYBzq1TM-qwjcqdBTYDQctGY_Z7KJFCv3Yl_geMbhO-ZWS5X2bhvBZRaF3rROYWrMZMvqMbQ6ZV8S6Y7Vp8/s1600/DSC00654.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEin5Wb1F-qAyu4wJJa9HDNPV0r5_EYdtbbuGuAfQqz5HQ4-C9CrIHNRcvpoDYBzq1TM-qwjcqdBTYDQctGY_Z7KJFCv3Yl_geMbhO-ZWS5X2bhvBZRaF3rROYWrMZMvqMbQ6ZV8S6Y7Vp8/s1600/DSC00654.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg579DpVInEsAwMwd-ttJA5GC7XGwK4GCsUii4hOt_WBXJ9q5qweIWp1dIJGphHYaUEvxQsP0NLAYSw6D5wkMkAmVIJOvvhvwqe7Uf3KFWXplDJyUBk0SMm2QqXoHXLBakpKvSl12qOUs0/s1600/DSC00656.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg579DpVInEsAwMwd-ttJA5GC7XGwK4GCsUii4hOt_WBXJ9q5qweIWp1dIJGphHYaUEvxQsP0NLAYSw6D5wkMkAmVIJOvvhvwqe7Uf3KFWXplDJyUBk0SMm2QqXoHXLBakpKvSl12qOUs0/s1600/DSC00656.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGW3Fl1irpm9O5YHZXCwWtQd6w5_3FI5XKNsF-31dw-kJsl-exH-F30zQPcUXMDX7VXnaLq-Bd2GWanzozHjaDCT_ZVSvSwysxMly1aHZxsvArVz736fwpqx5f8e1BjmHxA2BLcLlswgw/s1600/DSC00657.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGW3Fl1irpm9O5YHZXCwWtQd6w5_3FI5XKNsF-31dw-kJsl-exH-F30zQPcUXMDX7VXnaLq-Bd2GWanzozHjaDCT_ZVSvSwysxMly1aHZxsvArVz736fwpqx5f8e1BjmHxA2BLcLlswgw/s1600/DSC00657.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhX2Vy57HPrwJy8F2AmPWQ4WdyXo5I9IZJU0Zlg2nZbPxne5Ib_y7CcVehhfPG-ZSroZiVg5QIxw6pbnZA-SuvCNUVgcuLDWMKL76mMQAw72JAuyBc-IeUPy7oV90XCzxbRSG7vh_V-uU4/s1600/DSC00658.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhX2Vy57HPrwJy8F2AmPWQ4WdyXo5I9IZJU0Zlg2nZbPxne5Ib_y7CcVehhfPG-ZSroZiVg5QIxw6pbnZA-SuvCNUVgcuLDWMKL76mMQAw72JAuyBc-IeUPy7oV90XCzxbRSG7vh_V-uU4/s1600/DSC00658.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgez6-lMwshyphenhyphenUhFe-emNeF2DaOqJZxJiM0KR_CKooTSssU4D-Lo3PJHETHvg_a1qN0_Xb47R9ceFl9oQH91cF-VI32QHHIYdsw28Qai9BA-yBZHrzWSKzmEO9Mfcl7W_iZT-5wVdPn3Szo/s1600/DSC00659.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgez6-lMwshyphenhyphenUhFe-emNeF2DaOqJZxJiM0KR_CKooTSssU4D-Lo3PJHETHvg_a1qN0_Xb47R9ceFl9oQH91cF-VI32QHHIYdsw28Qai9BA-yBZHrzWSKzmEO9Mfcl7W_iZT-5wVdPn3Szo/s1600/DSC00659.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-z6chl4bsa1rViwaEklFk3A4y4N-OdkVLMpWAQli1Bmmgvf5nq8FER9YH83lhATbt21bN-coFPb_W19CpjlIzXHMkmXrcQRFK9qIIhclevhdQ52owrcgPnvgp67GQWCjEGUOsnKqz3vI/s1600/DSC00660.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-z6chl4bsa1rViwaEklFk3A4y4N-OdkVLMpWAQli1Bmmgvf5nq8FER9YH83lhATbt21bN-coFPb_W19CpjlIzXHMkmXrcQRFK9qIIhclevhdQ52owrcgPnvgp67GQWCjEGUOsnKqz3vI/s1600/DSC00660.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi74PIAHU_PBmevL3Ujg8i5725mm_TQthzMGYEC-qx9DrZSAeypuYfGh-LplCZ5I7dFON_tgVS11kAhlHWqCpFO5Y7EW0JsYZAzUhynALifcfe6gPSz1FjR7mwixw1EmAgwk2Stqxnw0u4/s1600/DSC00661.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi74PIAHU_PBmevL3Ujg8i5725mm_TQthzMGYEC-qx9DrZSAeypuYfGh-LplCZ5I7dFON_tgVS11kAhlHWqCpFO5Y7EW0JsYZAzUhynALifcfe6gPSz1FjR7mwixw1EmAgwk2Stqxnw0u4/s1600/DSC00661.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgr9_G8FaYryiABCgQNMEzTVIu2jWxq_f0EuulM5sfwz7a2DHku9RIEWr4TuCZKBkPIeZ5SzDnzJV1RU-lZfv_iKiekiFZqZ11EZHzbxXaMx3hoNnKAz0cyF9XZ2XUL5nbATljFXHNS5OE/s1600/DSC00662.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgr9_G8FaYryiABCgQNMEzTVIu2jWxq_f0EuulM5sfwz7a2DHku9RIEWr4TuCZKBkPIeZ5SzDnzJV1RU-lZfv_iKiekiFZqZ11EZHzbxXaMx3hoNnKAz0cyF9XZ2XUL5nbATljFXHNS5OE/s1600/DSC00662.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1Yn1JYLq0Uwokez_NTjmLTStHxEapk-hYMZXGlBZKoQ9vCWTWxt79oNs9_qpbDx1Ncw0Unqpfvvo8QtqSgQ_uxehdpBw6KjKrDfdK6_Cd2e458ZP2cKpx7SF-TFZXAS-i3ciPKw_13qU/s1600/DSC00663.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1Yn1JYLq0Uwokez_NTjmLTStHxEapk-hYMZXGlBZKoQ9vCWTWxt79oNs9_qpbDx1Ncw0Unqpfvvo8QtqSgQ_uxehdpBw6KjKrDfdK6_Cd2e458ZP2cKpx7SF-TFZXAS-i3ciPKw_13qU/s1600/DSC00663.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimJLY6gqP9v1HU6iMNntqGvdM1V5VtXvtCcHC_ay3j2cawURwZQyhxIAk6i9OjgU2YK2jTbfZwnsA7Gj7_psfV5bPmHnWqhyqHxjUe1suHilggPDNwIvop4aUFOct6YfNoP9GeLs2Dr24/s1600/DSC00664.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimJLY6gqP9v1HU6iMNntqGvdM1V5VtXvtCcHC_ay3j2cawURwZQyhxIAk6i9OjgU2YK2jTbfZwnsA7Gj7_psfV5bPmHnWqhyqHxjUe1suHilggPDNwIvop4aUFOct6YfNoP9GeLs2Dr24/s1600/DSC00664.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi91HPil0_PwpflfuOp94Q7rNzo_vHntDvqRpWneADx3HRtr3M-fQEQ1ucKishRaOEo7804iYfOoWYJSotDZ9OtvOX_31Y_8TK-EyNB7f1SAepxM1oAKO8W8jSiuKGjtcLHn_sIWI9G1Ac/s1600/DSC00665.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi91HPil0_PwpflfuOp94Q7rNzo_vHntDvqRpWneADx3HRtr3M-fQEQ1ucKishRaOEo7804iYfOoWYJSotDZ9OtvOX_31Y_8TK-EyNB7f1SAepxM1oAKO8W8jSiuKGjtcLHn_sIWI9G1Ac/s1600/DSC00665.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiy5GCPHxwkiGsA4A-rUaUPpyK1erjlAf2We4eoJf4PR1wOUEq4p6ZUPZQk3nVZJmtziNq7wMHGNXi_GxofNc17OqscQrrLjcGLvj6EqnsT20Xc7wwSCEMAsX8N3C27JTsV4Al7_aUB4nA/s1600/DSC00666.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiy5GCPHxwkiGsA4A-rUaUPpyK1erjlAf2We4eoJf4PR1wOUEq4p6ZUPZQk3nVZJmtziNq7wMHGNXi_GxofNc17OqscQrrLjcGLvj6EqnsT20Xc7wwSCEMAsX8N3C27JTsV4Al7_aUB4nA/s1600/DSC00666.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjh1n-GLWcg6mJGfkNl5JCRSvGs4e4oLHuKi2SwU9jQv1FosSwOlq34lYuJObCHFeI7DeGdejf-jTVmUkVP0OW1fY1qG2tr54IR3I-BqhIrrxrTNgUIA2Qa1XzFqSzO1B_ePQ8NwvAsSI/s1600/DSC00667.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjh1n-GLWcg6mJGfkNl5JCRSvGs4e4oLHuKi2SwU9jQv1FosSwOlq34lYuJObCHFeI7DeGdejf-jTVmUkVP0OW1fY1qG2tr54IR3I-BqhIrrxrTNgUIA2Qa1XzFqSzO1B_ePQ8NwvAsSI/s1600/DSC00667.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXGZLfeikOdPF-Q61Gjlyo1lcU8tddh_chtTvZLclYvbz75yuBsnA0XJSd60yxjVYULppkWnDOX3Zigsem3jriMu7nFQsHIOpSOvgTm6uhpoVQk3nq0EMi1xWs7Q5mPNwYqGeo3A1qd5o/s1600/DSC00668.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXGZLfeikOdPF-Q61Gjlyo1lcU8tddh_chtTvZLclYvbz75yuBsnA0XJSd60yxjVYULppkWnDOX3Zigsem3jriMu7nFQsHIOpSOvgTm6uhpoVQk3nq0EMi1xWs7Q5mPNwYqGeo3A1qd5o/s1600/DSC00668.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9tSmtZgkHsS61nZAJVrmBn2OYktIN3hG5f-q2hi1XpY6OjUIg_0uAbl4dQSmX4NFIANmLlBDOPyNoiVkp0Uxr3VSQIaS2GAd_rcReYEZDvFwfkiT9oN2H20kLJwtDaIFf6VyGUdA6zag/s1600/DSC00669.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9tSmtZgkHsS61nZAJVrmBn2OYktIN3hG5f-q2hi1XpY6OjUIg_0uAbl4dQSmX4NFIANmLlBDOPyNoiVkp0Uxr3VSQIaS2GAd_rcReYEZDvFwfkiT9oN2H20kLJwtDaIFf6VyGUdA6zag/s1600/DSC00669.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpyo5gg7O5o2NEPMjUqadYzHFe4gEY0q_sCfAn_OBvBbbsOOV71Os9S_GVTZ4UgiEwHsk3D_LwDopzPGkoLCbiDd8GE67T6YHPF1hujlCYp-hdp6fgsUyWGGIBMxhr0coL2V885mQu7IA/s1600/DSC00670.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpyo5gg7O5o2NEPMjUqadYzHFe4gEY0q_sCfAn_OBvBbbsOOV71Os9S_GVTZ4UgiEwHsk3D_LwDopzPGkoLCbiDd8GE67T6YHPF1hujlCYp-hdp6fgsUyWGGIBMxhr0coL2V885mQu7IA/s1600/DSC00670.JPG" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSWthcUZIrYJqW_LUxSTVdH7GhDRPmP9havULoEheMgkc3j2wPEvyGR8s8gp7pOrx9EzTAY6M5Fa0uGQBm16qxmrQ1tc0628HIvNkNV5KHi3bT-xJ3ABjz7TD09jR3rkaRS-F8p_Gdgqs/s1600/IMG_0488.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSWthcUZIrYJqW_LUxSTVdH7GhDRPmP9havULoEheMgkc3j2wPEvyGR8s8gp7pOrx9EzTAY6M5Fa0uGQBm16qxmrQ1tc0628HIvNkNV5KHi3bT-xJ3ABjz7TD09jR3rkaRS-F8p_Gdgqs/s1600/IMG_0488.JPG" height="320" width="240" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQe7NEDyS1T-q_gOABxdf10gGCc98nd-OyMcgoUyl2H_rnhyphenhyphenVZaAk8o7k3qyYYUmVn0GN2_M8bIOeTEArZj5to09dBE-6BIVgnsSoMszZvkamGGdWyBZFk_GqksF1cqZS14gU9l02l6no/s1600/DSC00655.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQe7NEDyS1T-q_gOABxdf10gGCc98nd-OyMcgoUyl2H_rnhyphenhyphenVZaAk8o7k3qyYYUmVn0GN2_M8bIOeTEArZj5to09dBE-6BIVgnsSoMszZvkamGGdWyBZFk_GqksF1cqZS14gU9l02l6no/s1600/DSC00655.JPG" height="240" width="320" /></a></div>
Antonio Querohttp://www.blogger.com/profile/05353390217276755565noreply@blogger.com6tag:blogger.com,1999:blog-5422374593487316886.post-77963777900181252182014-12-08T12:36:00.000+01:002014-12-08T12:36:49.282+01:00Excursión a la Alhambra. 2014<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<iframe allowfullscreen="" frameborder="0" height="296" src="http://photopeach.com/embed/vhdp3n" width="445"></iframe></div>
Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-5422374593487316886.post-49573873994488004052013-11-25T13:32:00.000+01:002013-11-25T13:32:18.666+01:00EXPOSICIÓN DE MINERALES, FÓSILES Y ROCAS<div style="text-align: center;">
Durante los días 21 y 22 de Noviembre, los alumnos/as de nuestro colegio han podido disfrutar de la colección de MINERALES, FÓSILES Y ROCAS que han expuesto los alumnos de 6º B junto a su Tutor D. Andrés Valdivia.</div>
<br />
Nuestro agradecimiento a D. Andrés y sus alumnos/ por la labor y el esfuerzo realizado.<br />
<br />
Aquí os dejo un pequeño montaje fotográfico para que podáis volver a recordar estas maravillas que nos da la Naturaleza.<br />
<br />
<div style="text-align: center;">
EXPOSICIÓN DE MINERALES, FÓSILES Y ROCAS on PhotoPeach
<iframe allowfullscreen="" frameborder="0" height="296" src="http://photopeach.com/embed/9jk2bm" width="445"></iframe></div>
Robert Jiménezhttp://www.blogger.com/profile/09114149743987622314noreply@blogger.com1tag:blogger.com,1999:blog-5422374593487316886.post-72338053507594635752013-05-30T12:02:00.003+02:002013-05-30T12:02:40.725+02:00Trabajos de PlásticaEstos son algunos de los trabajos que alumnado de 5º B ha realizado en el área de Plástica.<br />
<br />
<br />
Plástica 5º on PhotoPeach <iframe allowfullscreen="" frameborder="0" height="296" src="http://photopeach.com/embed/82a75o" width="445"></iframe>CEIP Virgen del Carmenhttp://www.blogger.com/profile/02175522174340725952noreply@blogger.com0tag:blogger.com,1999:blog-5422374593487316886.post-22579958257004558922013-04-12T10:26:00.002+02:002013-04-12T18:45:09.503+02:00Los cuentos del alumnado de 5º<div style="text-align: justify;">
Dentro del Plan Escritor del Centro, el alumnado de 5º de Primaria ha elaborado sus propios cuentos. Aquí os dejamos algunos ejemplos.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<div class="issuuembed" data-configid="1398702/2026319" style="height: 371px; width: 525px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script></div>
<div class="issuuembed" data-configid="1398702/2050974" style="height: 371px; width: 525px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script>
<br />
<div class="issuuembed" data-configid="1398702/2050688" style="height: 371px; width: 525px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script>
<br />
<br />
<div class="issuuembed" data-configid="4730385/2026049" style="height: 371px; width: 525px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script>
<br />
<div class="issuuembed" data-configid="4730385/1973223" style="height: 371px; width: 525px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script>
<div data-configid="1398702/2055342" style="width: 525px; height: 371px;" class="issuuembed"></div><script type="text/javascript" src="//e.issuu.com/embed.js" async="true"></script>
<div data-configid="1398702/2056955" style="width: 525px; height: 371px;" class="issuuembed"></div><script type="text/javascript" src="//e.issuu.com/embed.js" async="true"></script>
<div data-configid="1398702/2056961" style="width: 525px; height: 371px;" class="issuuembed"></div><script type="text/javascript" src="//e.issuu.com/embed.js" async="true"></script>
<div data-configid="1398702/2056968" style="width: 525px; height: 371px;" class="issuuembed"></div><script type="text/javascript" src="//e.issuu.com/embed.js" async="true"></script>
Anonymoushttp://www.blogger.com/profile/17089348816712817239noreply@blogger.com0tag:blogger.com,1999:blog-5422374593487316886.post-28781283128050374392013-02-07T10:50:00.001+01:002013-02-07T10:53:39.066+01:00Día Internacional de la Paz 2013El día 30 de enero de 2013 celebramos el <b style="color: yellow;">DÍA INTERNACIONAL DE LA PAZ</b> <br />
<br />
Algunas de las actividades realizadas en el TERCER CICLO DE PRIMARIA fueron las siguientes:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
+ RECORTAR LA SILUETA DE UNA PALOMA Y ESCRIBIR MENSAJES DE PAZ:<br />
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzuMdiw-CxvfUFXxeWDkPuFtRCzUVUejzPuC8101yQ8Cj0j7hzjVYTymYLbz8-6WhPSqefyw6zUizlkvazLi477v2Ed-CKQq0Wzg4rcvkMzl1QZoEjXrQaIIhGEaSwxF4YeHJ_TmvWl-w/s1600/DSC_0095.jpg" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzuMdiw-CxvfUFXxeWDkPuFtRCzUVUejzPuC8101yQ8Cj0j7hzjVYTymYLbz8-6WhPSqefyw6zUizlkvazLi477v2Ed-CKQq0Wzg4rcvkMzl1QZoEjXrQaIIhGEaSwxF4YeHJ_TmvWl-w/s200/DSC_0095.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b>5º A</b></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEsGRHVmm5yjPtULpDvmRlpjbxE6pV-MRUHGsJ48T-w68FP6eRDIM7e1dI_ElektKfwCqYSM67VD3BSpw7xosX7-BasT_YdDG1-BSXArcYJ6jMIG7PD3Uwss6NP-HqQx30fdSMnSowuHM/s1600/DSC_0096.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEsGRHVmm5yjPtULpDvmRlpjbxE6pV-MRUHGsJ48T-w68FP6eRDIM7e1dI_ElektKfwCqYSM67VD3BSpw7xosX7-BasT_YdDG1-BSXArcYJ6jMIG7PD3Uwss6NP-HqQx30fdSMnSowuHM/s200/DSC_0096.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b>6ºA</b></td></tr>
</tbody></table>
<br />
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfPILVHCvv4pMiasvyap6uHKTzlzdRO2jPcuVwzg7gWDYDF4Fudcps1Ryzj27TIeEpQvth65VjgFMXe36D47hToozlnO4HGXDlPSg8bG6yJW8Oq8uUidaGXyLVjTU-mJ5RqZmb8RuOmZE/s200/DSC_0097.jpg" width="200" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b>6ºB</b></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfQ2HaizwTN5XObflKuMfZZcWU1uZu4eel5Gg25DEM6HMLgvcLu4089BCRvIQqwxo-R3fMde7_0Smyi1ROTQS6rK6MaHzIJUQg-wrjhzCs6u1g0dCv6vHToMXxuvDI2aC0JT1aAFq5Fhk/s1600/DSC_0098.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfQ2HaizwTN5XObflKuMfZZcWU1uZu4eel5Gg25DEM6HMLgvcLu4089BCRvIQqwxo-R3fMde7_0Smyi1ROTQS6rK6MaHzIJUQg-wrjhzCs6u1g0dCv6vHToMXxuvDI2aC0JT1aAFq5Fhk/s200/DSC_0098.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b>5ºB</b><br />
</td></tr>
</tbody></table>
<br />
<br />
+ VISUALIZACIÓN, AUDICIÓN Y ANÁLISIS DEL VIDEO DE MACACO:<br />
<span style="color: #134f5c;"> </span><br />
<div style="color: yellow;">
<b> "MENSAJES DEL AGUA"</b></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div align="center">
</div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
+ LECTURA DEL CUENTO:</div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: justify;">
<span style="color: #134f5c;"> <b><span style="color: yellow;"> "LA PIEDRA DE SOPA"</span></b></span></div>
<div style="text-align: justify;">
En
un pequeño pueblo, una mujer se llevó una gran sorpresa al ver que
había llamado a su puerta un extraño, correctamente vestido, que le
pedía algo de comer. ”Lo siento”, dijo ella, “pero ahora mismo no tengo
nada en casa”.</div>
<div style="text-align: justify;">
“No se preocupe”, dijo amablemente el
extraño.”Tengo una piedra de sopa en mi bolsillo, si usted me permitiera
echarla en un puchero de agua hirviendo, yo haría la más exquisita sopa
del mundo. Podría traer un puchero muy grande con agua, por favor”.</div>
<div style="text-align: justify;">
A
la mujer le picó la curiosidad, puso el puchero al fuego y fue a contar
el secreto de la piedra de sopa a sus vecinas. Cuando el agua rompió a
hervir, todo el vecindario se había reunido allí para ver a aquel
extraño y su piedra de sopa. El extraño dejó caer la piedra en el agua,
luego le dio vueltas. Probó una cucharada con verdadera delectación y
exclamó: “!Deliciosa! Lo único que necesita es unas cuantas patatas.”</div>
<div style="text-align: justify;">
“!Yo
tengo patatas en mi cocina!”, gritó una mujer. Y en pocos minutos
estaba de regreso con una gran fuente de patatas peladas que fueron
derechas al puchero. El extraño volvió a probar el
brebaje.”!Excelente!,dijo; y añadió pensativamente: “Si tuviéramos un
poco de carne, haríamos un cocido de lo más apetitoso....!”</div>
<div style="text-align: justify;">
Otra
ama de casa salió zumbando y regresó con un pedazo de carne que el
extraño, tras aceptarlo cortésmente, introdujo en el puchero. Cuando
volvió a probar el caldo, puso los ojos en blanco y dijo:”!Ah, que
sabroso! Si tuviéramos unas cuantas verduras, sería perfecto,
absolutamente perfecto...”</div>
<div style="text-align: justify;">
Una de las vecinas fue corriendo hasta
su casa y volvió con una cesta llena de cebollas y zanahorias. Después
de introducir las verduras en el puchero, el extraño probó nuevamente el
guiso y, con tono autoritario, dijo: “La sal”. ”Aquí la tiene”, le dijo
la dueña de la casa. A continuación dio orden: “Platos para todo el
mundo”. La gente se apresuró a ir a sus casas en busca de platos.
Algunos regresaron trayendo incluso pan y frutas.</div>
<div style="text-align: justify;">
Luego se
sentaron a disfrutar de la espléndida comida, mientras el extraño
repartía abundantes raciones de su increíble sopa .Todos se sentían
extrañamente felices y mientras reían, charlaban y compartían por
primera vez su comida. En medio del alborozo, el extraño se escabulló
silenciosamente, dejando tras de sí la milagrosa piedra de sopa, que
ellos podrían usar siempre que quisieran hacer la más deliciosa sopa del
mundo.</div>
<div class="separator" style="clear: both; text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: justify;">
Tutores Tercer Ciclo de Primaria: Mª José, Mª del Mar, Andrés y Daniel</div>
<div class="separator" style="clear: both; text-align: justify;">
Coordinador: Robert</div>
CEIP Virgen del Carmenhttp://www.blogger.com/profile/02175522174340725952noreply@blogger.com0tag:blogger.com,1999:blog-5422374593487316886.post-87076513372620967112013-02-06T22:06:00.000+01:002013-02-07T10:50:57.070+01:00El verbo y sus conjugaciones<div style="text-align: justify;">
<br /></div>
<div style="text-align: center;">
<span class="Apple-style-span" style="font-size: medium;"><b><i> </i></b></span><img border="0" height="361" id="il_fi" src="http://jesmanzan5.files.wordpress.com/2008/05/el-verbo.jpg" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="499" /></div>
<h3 style="text-align: justify;">
<span class="Apple-style-span" style="font-size: medium;"><b><i>¿Qué es el verbo?</i></b></span>
</h3>
<div style="margin: 0px; text-align: justify;">
</div>
<div style="margin: 0px; text-align: justify;">
En todas las oraciones hay una palabra que nos informa acerca de lo que
hace, dice, piensa..., alguien. Es la palabra que nos indica la acción
que realiza una persona, animal o cosa.</div>
<div style="margin: 0px; text-align: justify;">
</div>
<div style="margin: 0px; text-align: justify;">
<u>Ejemplos:</u></div>
<ul style="text-align: justify;">
<li>- Manuel se <b>levanta</b> temprano.</li>
<li>- Manuel <b>desayuna</b> leche con galletas.</li>
<li>- Manuel <b>hace</b> su cama.</li>
<li>- Manuel <b>entra</b> a su clase a las nueve y media.</li>
<li>- Manuel <b>está</b> cansado.</li>
<li>- Manuel <b>cena</b> a las nueve de la noche.</li>
</ul>
<div style="margin: 0px; text-align: justify;">
</div>
<div style="margin: 0px; text-align: justify;">
Todas las palabras marcadas son los verbos. Podemos comprobar que se trata en todo caso, de <i>acciones</i> o <i>estados, </i>que ocurren en un tiempo determinado.</div>
<div style="margin: 0px; text-align: justify;">
<h3 class="post-title entry-title" itemprop="name">
Raíz y Desinencias
</h3>
<div class="post-header">
</div>
<div style="margin: 0px;">
El verbo está formado por una raíz y una desinencia (lexema y morfema).<br />
<b></b><br />
<b><i><u>Raiz o lexema</u></i></b></div>
<div style="margin: 0px;">
</div>
<div style="margin: 0px;">
<div class="post-body entry-content" id="post-body-5804376384536172878" style="font-family: "Coming Soon"; position: relative; width: 520px;">
<div style="line-height: 1.4;">
</div>
<div style="line-height: 1.4;">
La raíz o también llamado lexema es la parte de la forma verbal que
contiene el significado básico del verbo, es decir, es la parte que nos
informa de la acción que ocurre. La raíz o lexema nos permite
diferenciar entre <b>viv</b>ir y <b>mor</b>ir o <b>com</b>er y <b>beb</b>er (ya que las terminaciones son las misma en algunos verbos).</div>
<div style="line-height: 1.4;">
</div>
<div style="line-height: 1.4;">
La raíz o lexema del verbo se obtiente quitando las terminaciones <b>-ar, -er- -ir</b> al infinitivo de los verbos.</div>
<div style="line-height: 1.4;">
</div>
<div style="line-height: 1.4;">
<u>Ejemplo:</u></div>
<ul style="line-height: 1.4; margin: 0.5em 0px; padding: 0px 2.5em;">
<li style="margin: 0px 0px 0.25em; padding: 0px; text-indent: 0px;"><b>cant</b>-ar</li>
<li style="margin: 0px 0px 0.25em; padding: 0px; text-indent: 0px;"><b>beb-</b>er</li>
<li style="margin: 0px 0px 0.25em; padding: 0px; text-indent: 0px;"><b>escrib-i<i>r</i><br />
</b><br /><b><b> </b><b><i><u><b>Desinencias o morfemas</b></u></i></b></b></li>
<li style="margin: 0px 0px 0.25em; padding: 0px; text-indent: 0px;"><b><b><i><u><b></b></u></i></b>Las desinencias también llamadas morfemas, son las terminaciones que se
añaden al lexema o raíz para construir las distintas fomas verbales.<br />
<br />
Las desinencias verbales o morfemas se obtienen al quitar el lexema o la raíz a una forma verbal.<br />
<br />
<u>Ejemplo:</u><br />
</b><ul>
<li>Cant<b>-abamos</b></li>
<li>beb<b>-eremos</b></li>
<li>escrib<b>-o</b></li>
</ul>
<div>
Las desinencias (morfemas) añaden significados gramaticales (llamados
accidentes gramaticales), que nos dan una mayor información del verbo,
como es el tiempo, modo, número y persona (más adelante haremos
referencia cada uno de ellos, solo saber ahora que los accidentes
gramaticales que se añaden al verbo, son los lexemas o morfemas)<b> </b></div>
</li>
</ul>
</div>
</div>
<h3 class="post-title entry-title" itemprop="name">
Conjugación
</h3>
<div class="post-header">
</div>
Llamamos conjugación al conjunto de todas las formas de un verbo que
resultan de la combinación de un lexema verbal con todos los morfemas
verbales posibles.Los morfemas de los verbos españoles se clasifican en tres conjugaciones:<br />
<ul>
<li><b>Primera conjugación:</b> es la que está formada por todos los verbos cuyo infinitivo termina en <b>-ar. </b> <u>Por ejemplo:</u> cant<b>ar</b>, am<b>ar</b>, salt<b>ar</b>, soñ<b>ar</b>, pint<b>ar</b>, etc.<br />
</li>
</ul>
<ul>
<li><b>Segunda conjugación:</b> es la formada por todos los verbos terminados en <b>-er.</b> <u>Por ejemplo:</u> com<b>er</b>, beb<b>er</b>, tem<b>er</b>, le<b>er</b>, corr<b>er</b>, etc.<br />
</li>
</ul>
<ul>
<li><b>Tercera conjugación:</b> pertenecen a ella todos los verbos terminados en <b>-ir.</b><br /><b><u>Por ejemplo:</u> viv<b>ir</b>, part<b>ir</b>, escrib<b>ir</b>, sent<b>ir</b>, conduc<b>ir</b>, etc. </b><h3 class="post-title entry-title" itemprop="name">
Accidentes Gramaticales
</h3>
<div class="post-header">
</div>
Se llaman así a los diferentes significados que aportan al verbo los morfemas.<br />
En el siguiente esquema se observan los distintos accidentes gramaticales que vamos a estudiar:<br />
<br />
<b><u>Accidentes</u> <u>Clases</u> <u>Referencia</u> <u>Ejemplos</u></b><br />
<br /><b>Número </b>Singular Un solo sujeto Tú <b>estudiaste </b><br />
<b> </b>Plural Varios sujetos Vosotros <b>estudiáis</b><br />
<br />
<b> </b>Primera Pesona(s) que habla Yo <b>escribo</b><br />
<b>Persona</b> Segunda Persona(s) que escucha Tú <b>lees</b><br />
<b> </b>Tercera De quien(es) se habla Él lo sabe<br />
<br />
Pasado Ha ocurrido <b> Pintó</b> la pared<br />
<b>Tiempo</b> Presente Está ocurriendo Tu <b>pintas</b> la pared<br />
Futuro Que ocurrirá Nosotros la <b>pintaremos</b><br />
<br />
<b> </b>Indicativo Hechos reales <b>Acertó</b> una adivinanza<br />
<b>Modo</b> Subjuntivo Deseo, duda, etc <b>Ojalá</b> venga<br />
Imperativo Mandato, ruego, etc <b>Avisad</b> vosotros<br />
Ahora puedes trabajarlos con esta <a href="http://duo5.lacoctelera.net/post/2008/02/28/los-verbos">actividades interactivas</a>.<br />
</li>
</ul>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5422374593487316886.post-74132215736691767672013-01-30T17:16:00.004+01:002013-01-31T17:02:51.917+01:00<h2 style="text-align: center;">
<span style="background-color: red;">LAS MEZCLAS:HOMOGÉNEAS Y HETEROGÉNEAS.</span></h2>
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div align="justify">
<span style="font-size: small;"><span style="font-family: trebuchet ms;">Una <u>mezcla</u> es la unión de varios componentes<span style="font-size: small;">,</span>pueden ser <span style="font-size: small;">h</span>omogéneas y <span style="font-size: small;">h</span>eterogéneas.</span></span><span style="font-size: small;"><span style="font-family: arial,helvetica,sans-serif;">Las <u>mezclas homogéneas</u> tienen aspecto uniforme.</span><span style="font-family: arial,helvetica,sans-serif;">Los componentes no se diferencian a simple vista.Los componentes no mantienen constantes sus propiedades.Las <u>mezclas heterogéneas</u> presentan un aspecto no uniforme<span style="font-size: small;">,s</span></span><span style="font-family: arial,helvetica,sans-serif;">e diferencian a simple vista sus componentes<span style="font-size: small;">,l</span>os componentes mantienen sus propiedades físicas y químicas.</span></span> </div>
<br />
<br />
<div style="margin-left: 1em; margin-right: 1em;">
<img alt="" height="264" id="irc_mi" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgARzNGdNKF133e2F5704Mj9uUl_xaGU-KvniO0mVX2B0DlwztSdPJrL8rkeIePS-B7YSkBwtdOtnnTDMDW4nJqmHifHnpL5BJ0I3Qe0dL4S1XFUCJ0Yy7P9fsT_DPHk1HOYg0IGJFzJHWC/s320/Esquema.JPG" style="margin-top: 0px;" title="" width="320" /><br />
<br />
En el siguiente video verás algunos ejemplos.<br /><iframe width="560" height="315" src="http://www.youtube.com/embed/dL9nEnQnx80" frameborder="0" allowfullscreen></iframe>
<br />
<br />
<br />
<br />
<br />
<br /></div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5422374593487316886.post-19845817826632843812013-01-30T11:21:00.001+01:002013-01-30T11:21:44.854+01:00Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5422374593487316886.post-50668671357747920792013-01-21T09:36:00.002+01:002013-01-21T09:38:26.728+01:00Los adjetivos y sus grados <br />
<br />
<div style="text-align: center;">
<span style="color: red;"><span style="font-size: large;">VAMOS A ESTU<span style="font-size: large;">DIAR </span>LOS ADJETIV</span><span style="font-size: large;">OS</span></span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<span style="font-size: x-small;"><b>El adjetivo</b></span><br />
<blockquote>
<div align="center">
<center>
<table border="1">
<tbody>
<tr>
<td><span style="font-size: x-small;">Tengo un coche <b>moderno.</b></span></td>
<td><span style="font-size: x-small;">Tengo un coche <b>antiguo.</b></span></td>
</tr>
</tbody></table>
</center>
</div>
</blockquote>
<blockquote>
<span style="font-size: x-small;">Las palabras <b>moderno</b> y <b>antiguo</b>
permiten distinguir dos coches, especificando una
característica de cada uno.</span><br />
<span style="font-size: x-small;">Los <b>adjetivos</b> son palabras
que nombran o indican <b>cualidades, rasgos </b>y<b>
propiedades</b> de los nombres o sustantivos a los que
acompañan.</span><br />
<blockquote>
<span style="font-size: x-small;"><i>La belleza de la flor</i><i><b>
natural</b></i><i> es </i><i><b>insuperable.
</b></i><i>Esta</i><i><b> vistosa </b></i><i>flor
alegra nuestros sentidos.</i></span></blockquote>
</blockquote>
<span style="font-size: x-small;"><b>Concordancia</b></span><br />
<ul>
<li><span style="font-size: x-small;">El adjetivo siempre concuerda en <b>género</b>
y <b>número</b> con el nombre al que
acompaña, tanto si va delante como si va detrás.</span></li>
</ul>
<blockquote>
<span style="font-size: x-small;"><i><b>Vistosa</b></i><i> flor
de colores </i><i><b>vivos.</b></i></span></blockquote>
<ul>
<li><span style="font-size: x-small;">Si un adjetivo va antes de varios nombres,
concuerda en <b>género</b> y <b>número</b>
con el <b>primer nombre</b>. Si se trata de
personas, el adjetivo debe ir en <b>plural</b>.</span></li>
</ul>
<blockquote>
<span style="font-size: x-small;"><i>El larg</i><i><b>o</b></i><i>
</i><i><u>viaje</u></i><i> y la </i><i><u>llegada</u></i><i>
fueron agotadores. Los tímid</i><i><b>os</b></i><i>
</i><i><u>Pedro</u></i><i> y </i><i><u>Ana</u></i><i>
se sonrojaron.</i></span></blockquote>
<ul>
<li><span style="font-size: x-small;">Si el adjetivo se coloca después de
varios nombres, concuerda en<b> plural</b> con
ellos, respetando su <b>género</b>.</span></li>
</ul>
<blockquote>
<span style="font-size: x-small;"><i>Un </i><i><u>día</u></i><i> y un </i><i><u>viaje</u></i><i>
agotador</i><i><b>es</b></i><i>. Una </i><i><u>alegría</u></i><i>
y una </i><i><u>amistad</u></i><i> durader</i><i><b>as</b></i><i>.</i></span></blockquote>
<ul>
<li><span style="font-size: x-small;">Si el adjetivo va detrás de los nombres,
pero éstos son de género distinto, el adjetivo irá en <b>plural</b>
y en <b>masculino</b>, aunque alguno de los
nombres sea femenino.</span></li>
</ul>
<blockquote>
<span style="font-size: x-small;"><i>Un </i><i><u>día</u></i><i> y una </i><i><u>noche</u></i><i>
larg</i><i><b>os</b></i><i>. Una </i><i><u>silla</u></i><i>
y un </i><i><u>sofá</u></i><i> cómod</i><i><b>os</b></i><i>.</i></span></blockquote>
<span style="font-size: x-small;"><b>Grados del adjetivo</b></span><br />
<blockquote>
<span style="font-size: x-small;">Los adjetivos expresan cualidades de los
nombres con mayor o menor intensidad. Estas variaciones
reciben el nombre de <b>grados del adjetivo</b>.</span><br />
<blockquote>
<span style="font-size: x-small;"><i>Es un pastel </i><i><b>dulce</b></i><i>.
Es un pastel </i><i><b>muy dulce</b></i><i>.
Es el pastel </i><i><b>más dulce</b></i><i>
de todos.</i></span></blockquote>
</blockquote>
<ul>
<li><span style="font-size: x-small;"><b>Grado positivo</b></span></li>
</ul>
<blockquote>
<span style="font-size: x-small;">Un adjetivo está en grado positivo cuando
expresa una cualidad sin dar idea de intensidad.</span><br />
<blockquote>
<span style="font-size: x-small;"><i>Vicente es </i><i><b>ágil</b></i><i>
y Pedro está </i><i><b>fuerte</b></i><i>.</i></span></blockquote>
</blockquote>
<ul>
<li><span style="font-size: x-small;"><b>Grado comparativo</b></span></li>
</ul>
<blockquote>
<span style="font-size: x-small;">Un adjetivo está en grado comparativo
cuando expresa una cualidad indicando una variación o
comparación en cuanto a la intensidad que relaciona dos
términos entre sí.</span><br />
<blockquote>
<span style="font-size: x-small;"><i>Vicente es </i><i><b>menos </b></i><i><u>ágil</u></i><i>
</i><i><b>que</b></i><i> Carlos.</i></span></blockquote>
</blockquote>
<blockquote>
<ul>
<li><span style="font-size: x-small;">Si la cualidad de un término es
inferior a la del otro, utilizamos un <b>grado
comparativo de inferioridad</b>, mediante las
palabras <b>menos... que</b>.</span></li>
</ul>
<blockquote>
<span style="font-size: x-small;"><i>Pedro es </i><i><b>menos</b></i><i>
</i><i><u>alto</u></i><i> </i><i><b>que</b></i><i>
Juan.</i></span></blockquote>
<ul>
<li><span style="font-size: x-small;">Si la cualidad de un término es igual
a la del otro, utilizamos el <b>grado
comparativo de igualdad</b>, mediante las
palabras <b>igual... que, tan... como</b>.</span></li>
</ul>
<blockquote>
<span style="font-size: x-small;"><i>Pedro es </i><i><b>tan </b></i><i><u>alto</u></i><i>
</i><i><b>como</b></i><i> Juan.</i></span></blockquote>
<ul>
<li><span style="font-size: x-small;">Si la cualidad de un término es
superior a la del otro, utilizamos el <b>grado
comparativo de superioridad, </b>mediante las
palabras <b>más... que</b>.</span></li>
</ul>
<blockquote>
<span style="font-size: x-small;"><i>Pedro es </i><i><b>más</b></i><i>
</i><i><u>alto</u></i><i><b> que</b></i><i>
Juan.</i></span></blockquote>
</blockquote>
<ul>
<li><span style="font-size: x-small;"><b>Grado superlativo</b></span></li>
</ul>
<blockquote>
<span style="font-size: x-small;">Un adjetivo está en grado superlativo
cuando expresa una cualidad del nombre en su grado máximo.</span><br />
<blockquote>
<span style="font-size: x-small;"><i>Juan es </i><i><b>muy
simpático</b></i><i>. Juan es </i><i><b>simpatiquísimo</b></i><i>.</i></span></blockquote>
<ul>
<li><span style="font-size: x-small;">Cuando expresamos una cualidad en su
grado más elevado estamos utilizando el <b>grado
superlativo absoluto</b>.</span></li>
</ul>
<blockquote>
<span style="font-size: x-small;"><i>Pedro es </i><i><b>rapidísimo</b></i><i>.
Pedro es </i><i><b>muy rápido</b></i><i>.</i></span></blockquote>
<ul>
<li><span style="font-size: x-small;">Si utilizamos el grado superlativo de
un adjetivo haciendo referencia a otros nombres, es
decir, comparándolo con otros, estamos usando el <b>grado
superlativo relativo</b>.</span></li>
</ul>
<blockquote>
<span style="font-size: x-small;"><i>Pedro es </i><i><b>el más
rápido</b></i><i> del equipo. </i></span></blockquote>
</blockquote>
Y aquí puedes encontrar algunos enlaces para practicar <a href="http://www.aplicaciones.info/lengua/morfo10.htm">actividades 1</a>, <a href="http://www.primaria.librosvivos.net/archivosCMS/3/3/16/usuarios/103294/9/Lengua6EP_adjetivos/frame_prim.swf">actividades 2</a>,<a href="http://salonhogar.net/Salones/Espanol/4-6/Los_Adjetivos_y_sus_grados.htm">actividades 3</a>. Espero que practiquéis.<br />
<br />
<br />
<div style="text-align: center;">
<br /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5422374593487316886.post-56083275978899513362012-12-03T17:49:00.001+01:002012-12-03T17:49:13.048+01:00Celebramos la Constitución Española<h2 style="text-align: center;">
CONSTITUCIÓN ESPAÑOLA</h2>
<h2 style="text-align: center;">
6 DE DICIEMBRE</h2>
<h2 style="text-align: left;">
<br /></h2>
El próximo miércoles, todo el colegio va a celebrar esta efeméride tan importante para nuestra sociedad.<br />
<br />
<div style="text-align: center;">
<img alt="" src="data:image/png;base64,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" /> </div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
Los alumnos del tercer ciclo van a trabajarla realizando las siguientes </div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<a href="http://www.educa.jcyl.es/educacyl/cm/zonaalumnos/tkPopUp?pgseed=1194272093123&idContent=14400&locale=es_ES&textOnly=false">actividades</a></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5422374593487316886.post-38739115221459167242012-11-26T10:44:00.000+01:002012-11-26T10:44:06.496+01:00Raices cuadradas<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRyC51kLKmRXFkJd4_Sr45nsKi6vfYCawABW8WFsdKLPjMnz7pP" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRyC51kLKmRXFkJd4_Sr45nsKi6vfYCawABW8WFsdKLPjMnz7pP" /></a></div>
<div style="text-align: center;">
Practicamos las raíces cuadradas.</div>
<br />
<a href="http://www2.gobiernodecanarias.org/educacion/17/WebC/eltanque/laspotencias/raiz/raiz_c_p.html"></a><br />
<div style="text-align: center;">
<a href="http://www2.gobiernodecanarias.org/educacion/17/WebC/eltanque/laspotencias/raiz/raiz_c_p.html">Actividad 1</a></div>
<div style="text-align: center;">
<a href="http://www.genmagic.org/mates2/rc1c.swf">Actividad 2</a></div>
<div style="text-align: center;">
<a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/SEXTO/Matematicas/ud02/0203.htm">Actividad 3</a></div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
<a href="http://www.mamutmatematicas.com/ejercicios/ejemplos/raices-cuadradas-perfectas.htm">Actividad 4 </a></div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5422374593487316886.post-18289098651571944192012-11-26T10:38:00.001+01:002012-11-26T10:38:21.177+01:00Máximo Común Divisor (M.C.D.)<div class="separator" style="clear: both; text-align: center;">
<a href="http://t0.gstatic.com/images?q=tbn:ANd9GcSn-best2ARcVfpB-_g8o9pAgG_CdZQ_is6HQiIpMiW8dUG1gcS" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://t0.gstatic.com/images?q=tbn:ANd9GcSn-best2ARcVfpB-_g8o9pAgG_CdZQ_is6HQiIpMiW8dUG1gcS" /></a></div>
Os dejamos unas actividades para que practiquéis lo que hemos visto en clase sobre el máximo común divisor.<br />
<a href="http://averroes.ced.junta-andalucia.es/ceip_san_tesifon/recursos/curso6/matematicas/matematicas_hp/divisores/index.html"><br /></a>
<div style="text-align: center;">
<a href="http://averroes.ced.junta-andalucia.es/ceip_san_tesifon/recursos/curso6/matematicas/matematicas_hp/divisores/index.html">Actividad 1</a></div>
<div style="text-align: center;">
<a href="http://www2.gobiernodecanarias.org/educacion/17/WebC/eltanque/todo_mate/multiplosydivisores/mcd/mcd_p.html">Actividad 2</a></div>
<div style="text-align: center;">
<a href="http://ntic.educacion.es/w3//recursos/primaria/matematicas/conmates/unid-2/divisores_comunes_%28mc_c_d_%29.htm">Actividad 3</a></div>
<br /><br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5422374593487316886.post-18082795758476131762012-11-21T11:33:00.000+01:002012-11-21T11:33:05.830+01:00<h2 style="text-align: center;">
</h2>
<h2 style="text-align: center;">
ACENTUACIÓN Y TILDES</h2>
<h2 style="text-align: center;">
</h2>
<div style="text-align: left;">
La acentuación es una parte muy importante de la gramática, si sigues estos pasos será más fácil tildar las palabras:</div>
<blockquote>
<ul>
<li><strong>Separa la palabra en sílabas:</strong> Por ejemplo: pa-ja-ro
y cuenta las sílabas de derecha a izquierda, de la siguiente forma:
última, penúltima, antepenúltima, etc. Por ejemplo: pa (antepenúltima) –
ja (penúltima) – ro (última)</li>
<li><strong>Averigua cuál es la sílaba tónica:</strong> Pon tu mano sobre tu garganta y pronuncia la palabra.<br />
Nota cuál sílaba sobresale en la pronunciación a causa de la vibración
que causa en tu garganta. Esta sílaba se llama sílaba tónica. Por
ejemplo: En este caso es “pa” la que sobresale y es la antepenúltima
sílaba.</li>
<li><strong>Palabras agudas:</strong> Si la sílaba tónica es la última
la palabra es aguda, las palabras agudas se acentúan de manera escrita
sólo si terminan en “n, s o vocal”. Por ejemplo: “algodón” si se acentúa
porque termina en “n” pero “amor” no se acentúa porque termina en “r”</li>
<li><strong>Palabras llanas:</strong> Si la sílaba tónica es la
penúltima la palabra es grave o llana. Las palabras graves se acentúan
de manera escrita sólo si no terminan en “n, s o vocal”. Por ejemplo:
“diseño” no se acentúa porque termina en vocal mientras que “lápiz” si
se acentúa porque termina en “z”.</li>
<li><strong>Palabras esdrújulas:</strong> Si la sílaba tónica es la
antepenúltima la palabra es esdrújula, las palabras esdrújuas se
acentúan de manera escrita siempre. Por ejemplo: pájaro.</li>
<li><strong>Palabras sobreesdrújulas:</strong> Si la sílaba tónica es
cualquiera después de la antepenúltima (recuerda que se cuentan de
derecha a izquierda) la palabra es sobreesdrújula y al igual que las
palabras esdrújulas se acentúa siempre. Por ejemplo: “difícilmente”.</li>
<li><strong>Monosílabas: </strong>Si la palabra sólo tiene una sílaba
generalmente no se acentúa (por ejemplo: sol, pan, mar) con excepción de
palabras monosilábicas que designen dos cosas distintas y para
diferenciarlas acentúamos de manera escrita una de ellas (por ejemplo:
“de” de posesión como en “El libro es de ella” y “dé” del verbo dar).</li>
<li><strong>Tildes para distinguir palabras: </strong>También se usa el
acento en otras palabras con más sílabas para distinguir el significado
de palabras que se escriben igual. Por ejemplo: “solo” de ausencia y
“sólo” como únicamente.</li>
<li><strong>Adverbios acabados en mente: </strong>Todos los adverbios
que terminan en “mente” deben seguir la acentuación escrita del adjetivo
que va antes de “mente” como “difícilmente” y “positivamente”.</li>
<li><strong>Evitar diptongos: </strong>El acento escrito también sirve
para separar la pronunciación de palabras que tienen diptongo (dos
vocales juntas) Por ejemplo: “día”.</li>
</ul>
</blockquote>
<br />
Ahora vamos a practicar las <a href="http://www.aularagon.org/files/espa/ON_Line/lengua/tilde/CMLG4_ejercicios_tilde1.htm">tildes</a> .Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5422374593487316886.post-9236038937503733792012-11-08T20:34:00.001+01:002012-11-08T20:34:07.397+01:00Potencias<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMpIHfV9IQE9nDqdkiA2o92RopGcxWpPKAUikL8sck5BvGHag_5cXeoDmxLrmhM_nYZwSqEvhIHpMS4V6ybMM44CSU1IUD3MW7Bd42FHNf0FtFWibXnxRIjdpX_rb4qKlzRjXnvB-XPpc/s1600/comic012.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="172" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMpIHfV9IQE9nDqdkiA2o92RopGcxWpPKAUikL8sck5BvGHag_5cXeoDmxLrmhM_nYZwSqEvhIHpMS4V6ybMM44CSU1IUD3MW7Bd42FHNf0FtFWibXnxRIjdpX_rb4qKlzRjXnvB-XPpc/s320/comic012.jpg" width="320" /></a></div>
<br />
<br />
<div style="text-align: center;">
Aquí un repasito a las potencias.</div>
<br />
<div style="text-align: center;">
<a href="http://ntic.educacion.es/w3//eos/MaterialesEducativos/primaria/matematicas/conmates/unid-5/actividades.htm">Actividad 1</a></div>
<div style="text-align: center;">
<a href="http://www2.gobiernodecanarias.org/educacion/17/WebC/eltanque/laspotencias/inicio/potencias_p.html">Actividad 2 </a></div>
<div style="text-align: center;">
<a href="http://www2.gobiernodecanarias.org/educacion/17/WebC/eltanque/laspotencias/cuadrado/cuadrados_p.html">Actividad 3</a></div>
<div style="text-align: center;">
<a href="http://www2.gobiernodecanarias.org/educacion/17/WebC/eltanque/laspotencias/cubo/cubos_p.html">Actividad 4</a></div>
<br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5422374593487316886.post-63928572930780503962012-11-08T20:15:00.002+01:002012-11-08T20:15:57.918+01:00Operaciones combinadas<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIOtHEVxrbTgpg_MNaukjdnxl2KHasOwnwK2ouZe8gfK_esjVOyW-Q7dAJpnEXOivlLeDd4eQ4UEhCjH03odKX0GdRmq3R8Ur-veAYfauIp6E1IS01h8VGl9ew4tb_P6nsIEhx7e1DCWda/s1600/images2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIOtHEVxrbTgpg_MNaukjdnxl2KHasOwnwK2ouZe8gfK_esjVOyW-Q7dAJpnEXOivlLeDd4eQ4UEhCjH03odKX0GdRmq3R8Ur-veAYfauIp6E1IS01h8VGl9ew4tb_P6nsIEhx7e1DCWda/s1600/images2.jpg" /></a></div>
<br />
<br />
Para que no se nos vaya olvidando lo que vamos estudiando, aquí tenéis unas actividades sobre <b>operaciones combinadas</b>.<br />
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/SEXTO/datos/03_Mates/datos/05_rdi/ud02/4/04.htm">Actividad 1</a></div>
<div style="text-align: center;">
<a href="http://www.e-vocacion.es/files/html/143304/recursos/la/U01/pages/recursos/143304_P11/es_carcasa.html">Actividad 2</a></div>
<div style="text-align: center;">
<a href="http://www.e-vocacion.es/files/html/143304/recursos/la/U01/pages/recursos/143304_P14_3/es_carcasa.html">Actividad 3</a></div>
<div style="text-align: center;">
<a href="http://files/html/265837/recursos/la/U02/pages/recursos/143164_P24/es_carcasa.html">Actividad 4</a></div>
<br />
<br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5422374593487316886.post-22580037717311095102012-06-24T20:02:00.001+02:002012-06-24T20:03:57.800+02:00Despedida<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgii3_hQ-KNfbftHSiMrJhqYiHzfH5sAARyktSrhIH05PqPOEVR1DO3QaIim4ku5ftOJuhcNooLDo_1xcF3adw02I0bN16O_m3w0_jz9gTEik87_1ISKrwIRrvulMzcQmbPvTKXBsa2pG0/s1600/vacaciones1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="234" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgii3_hQ-KNfbftHSiMrJhqYiHzfH5sAARyktSrhIH05PqPOEVR1DO3QaIim4ku5ftOJuhcNooLDo_1xcF3adw02I0bN16O_m3w0_jz9gTEik87_1ISKrwIRrvulMzcQmbPvTKXBsa2pG0/s320/vacaciones1.png" width="320" /></a></div>
Las vuestras ya han llegado. <span style="font-size: large;">!Disfrutarlas!</span> Si pasado un tiempo tenéis "mono" os dejo dos enlaces,el primero de mate<a href="http://www.educa2.madrid.org/cms_tools/files/cca6d2ce-4d1e-4aa5-a4f3-3d9e3fe6f763/DOCUMENTOS/PreparoESO..pdf"> Preparo 1º de la ESO</a> y nuestro conocido<a href="http://www.testeando.es/"> trivial </a><br />
<br />
¡Y por supuesto leer es refrescante!<br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5422374593487316886.post-52355662432959735872012-06-11T13:00:00.002+02:002012-06-13T09:41:06.882+02:00Una más de ortografía<div class="separator" style="clear: both; text-align: center;">
</div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img border="0" height="129" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7hvjKkYESzIq6TaxEXcQADaluwblhn_aFgcX03sHq9X3NVWFPJfxyTUTMPPedXZaVmztGhOi6B_kU14t57C2wSVZB0-H8SZawPV_Zu8z-E9CDaD6TkZ_HgqIsGLGztzDzf3yincJphAw/s200/s,x.png" style="margin-left: auto; margin-right: auto;" width="200" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.testeando.es/test.asp?idA=49&idT=nvxyuhvl">Entrada</a></td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
</div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3P8zZJatS0bByE-765HLSQLo1q76SI2NG-K5qOy0GNG6MD7HublONUEQNW9cuHyLjqXKRqqJT3gONxsvR3SWefs9req7DG9SuNi7wytS2Wc3IXiqgb1T0U2vwm6HaiPGiA-jWhG2RNDU/s1600/ll+.png" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="129" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3P8zZJatS0bByE-765HLSQLo1q76SI2NG-K5qOy0GNG6MD7HublONUEQNW9cuHyLjqXKRqqJT3gONxsvR3SWefs9req7DG9SuNi7wytS2Wc3IXiqgb1T0U2vwm6HaiPGiA-jWhG2RNDU/s200/ll+.png" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.testeando.es/test.asp?idA=49&idT=iyblpkax">Entrada</a></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7pdDCPq5zqTuEtQHOZFEP7XvGx-bwXi9pnj_DGwH1K_W6VeKWgPV9Ddqj3l6Hq8CIKulPy0T91l_Eoa2CltHoLf2Yke4E8Th6xxeHpDD4Vf_syUfWaQPD1rCb9lAQ-42BR2Svh0KM4UA/s1600/b.v.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="129" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7pdDCPq5zqTuEtQHOZFEP7XvGx-bwXi9pnj_DGwH1K_W6VeKWgPV9Ddqj3l6Hq8CIKulPy0T91l_Eoa2CltHoLf2Yke4E8Th6xxeHpDD4Vf_syUfWaQPD1rCb9lAQ-42BR2Svh0KM4UA/s200/b.v.png" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.testeando.es/test.asp?idA=49&idT=mupqmznc">Entrada</a></td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghOT6hf8QHbnFYOQ4xO6r5s-CC5i3_MpBg8jIvcuT-Pxx8a7tAbkHTiH9htff3K8kC3TOAPldoK5pll4Mz5Ya6KqqU8eXGt_skeyoCvPpVdQQ0l0EPAaLQhAUTD_sHmykJXHwnXGrFRWY/s1600/g.j.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghOT6hf8QHbnFYOQ4xO6r5s-CC5i3_MpBg8jIvcuT-Pxx8a7tAbkHTiH9htff3K8kC3TOAPldoK5pll4Mz5Ya6KqqU8eXGt_skeyoCvPpVdQQ0l0EPAaLQhAUTD_sHmykJXHwnXGrFRWY/s200/g.j.png" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.testeando.es/test.asp?idA=49&idT=rrkkycjx">Entrada</a></td></tr>
</tbody></table>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5422374593487316886.post-21784975244325434472012-06-11T12:33:00.000+02:002012-06-11T12:39:01.978+02:00Trivial: Relación<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7o5oP1rrA1vASIYFC6PqK1NcuGQWyNi50kpz_i-_zl2Qe3vEfJWGH1AbuHC4XEuL1QJjNElDmPS5kifoDDCVraLmtrwGeo0CvPhMOx5nNAIQN6uEMmzpzeJJjB06mib8nRcBtp0L71Po/s1600/relaci%C3%B3n.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="185" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7o5oP1rrA1vASIYFC6PqK1NcuGQWyNi50kpz_i-_zl2Qe3vEfJWGH1AbuHC4XEuL1QJjNElDmPS5kifoDDCVraLmtrwGeo0CvPhMOx5nNAIQN6uEMmzpzeJJjB06mib8nRcBtp0L71Po/s320/relaci%C3%B3n.png" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.testeando.es/test.asp?idA=47&idT=vnyqwyxc">Jugar</a></td></tr>
</tbody></table>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5422374593487316886.post-61856124223624880222012-06-01T13:26:00.002+02:002012-06-01T13:26:38.889+02:00Trivial: Nutrición<script type="text/javascript">
idA_t="47";idT_t="weghdqxt";v_t="";
</script><script src="http://www.testeando.es/embed/embed.js" type="text/javascript">
</script>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5422374593487316886.post-35419793628556128572012-06-01T09:59:00.001+02:002012-06-01T09:59:17.620+02:00Las letras del faraón<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXIuDIby9v5ZUbtU1YwtY3OkCZtzwpFHmIjA2SOlwhyphenhyphenL3ECFuNrosLYHPTof5hSMckU0xtWVp8E7pzybJBcMJ2xciF6SNUSwyLTnocqeI0cKF97li8XCmJiSAIArMdLtXZRBgV-9x02XM/s1600/las+letras+del+fara%C3%B3n.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXIuDIby9v5ZUbtU1YwtY3OkCZtzwpFHmIjA2SOlwhyphenhyphenL3ECFuNrosLYHPTof5hSMckU0xtWVp8E7pzybJBcMJ2xciF6SNUSwyLTnocqeI0cKF97li8XCmJiSAIArMdLtXZRBgV-9x02XM/s1600/las+letras+del+fara%C3%B3n.jpeg" /></a></div>
<a href="http://genmagic.org/lengua3/pir1c.swf"> Adelante </a><br />
Ayuda al faraón a construir su pirámide y de paso aumenta tu vocabulario.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5422374593487316886.post-24402661411256459482012-06-01T08:23:00.002+02:002012-06-01T08:23:48.186+02:00Usa el coco<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9KFx7lA-m2tNmsN8bLxzWoYR5mLtY_2pOA4JvAKVasgeuibPdfGFBTTV5tJyY44R54I_4ivzOg3NbKHvKmPRTEBqj-mFEA5KBwDcffYz7AHEpW5mrCqZIDtYJcmMeto1LyWxpJy7xUcM3/s1600/image_gallery.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="110" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9KFx7lA-m2tNmsN8bLxzWoYR5mLtY_2pOA4JvAKVasgeuibPdfGFBTTV5tJyY44R54I_4ivzOg3NbKHvKmPRTEBqj-mFEA5KBwDcffYz7AHEpW5mrCqZIDtYJcmMeto1LyWxpJy7xUcM3/s320/image_gallery.jpeg" width="320" /></a></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
Realiza los problemas que encontrarás en esta página web: <a href="http://sauce.pntic.mec.es/jdiego/problem/problemas.htm" target="_blank">USA EL COCO</a></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
Anota los resultados en esta tabla:</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
Tabla de registro <a href="https://docs.google.com/open?id=0ByNdud67CAybczVEM19pN2V2TTQ" target="_blank">ODT</a> <a href="https://docs.google.com/open?id=0ByNdud67CAybUC11Z2JDR0pOYjA" target="_blank">PDF</a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5422374593487316886.post-2389915564467057042012-05-25T23:30:00.000+02:002012-05-25T23:30:00.730+02:00La prehistoria<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhh5ScUOjSNLDTOuRjuUfSYqCgvgF1_zIZfxC7_fygh3u5SV3E769oKzOeZrc3e4SQPQ69NZ-sscvh0fzsPv_uoL9UjjUOPL8hnb_cGpFUZuMfDkY7fm7lRCs9Rdp-RvVh9-vV9S9LElao/s1600/la-edad-de-los-metales1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="143" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhh5ScUOjSNLDTOuRjuUfSYqCgvgF1_zIZfxC7_fygh3u5SV3E769oKzOeZrc3e4SQPQ69NZ-sscvh0fzsPv_uoL9UjjUOPL8hnb_cGpFUZuMfDkY7fm7lRCs9Rdp-RvVh9-vV9S9LElao/s200/la-edad-de-los-metales1.jpg" width="200" /></a></div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6pqpJWHaStp4ytdlmvgQ44j1Vx8bjI-i_UIm9m9GD6RyjWKJqOaPOjOI_DV3fxBw4awc8XpIqHIADrLX1vSesSm-frm8GvpSG8e4Cb0zh-AgZVLrnvfsvX3Nn7iVloW3WodUvquZJG90/s1600/PALEOL%C3%8DTICO.png" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="186" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6pqpJWHaStp4ytdlmvgQ44j1Vx8bjI-i_UIm9m9GD6RyjWKJqOaPOjOI_DV3fxBw4awc8XpIqHIADrLX1vSesSm-frm8GvpSG8e4Cb0zh-AgZVLrnvfsvX3Nn7iVloW3WodUvquZJG90/s200/PALEOL%C3%8DTICO.png" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.enciclopedia-aragonesa.com/monograficos/historia/prehistoria/multimedia/animaciones/Paleolitico.swf">PALEOLÍTICO</a></td></tr>
</tbody></table>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihegSvgIOn5wM-TbqKyhqNQYE3lPeWT54QSknq1SqyA0Rfy6LRs2y3AjdR3xcM_An7u0LdOr6jVwrSrzcsbwqPteU0igMjCzWfuVIOHhPIOrGv7X3_oC1s6SFRSREgx2MS7h0kLVX-Cew/s1600/NEOL%C3%8DTICO.png" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="170" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihegSvgIOn5wM-TbqKyhqNQYE3lPeWT54QSknq1SqyA0Rfy6LRs2y3AjdR3xcM_An7u0LdOr6jVwrSrzcsbwqPteU0igMjCzWfuVIOHhPIOrGv7X3_oC1s6SFRSREgx2MS7h0kLVX-Cew/s200/NEOL%C3%8DTICO.png" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.enciclopedia-aragonesa.com/monograficos/historia/prehistoria/multimedia/animaciones/Neolitico.swf">NEOLÍTICO</a><br />
<br />
<br /><br /></td></tr>
</tbody></table>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<a href="http://www.enciclopedia-aragonesa.com/monograficos/historia/prehistoria/multimedia/animaciones/Metales.swf">EDAD DE LOS METALES</a><br />
<br />
<br />
<br />
<a href="http://www.e-vocacion.es/files/html/252747/recursos/la/U13/pages/recursos/143175_P176.html">Trabajo con metales</a><br />
<br />
<br />
<a href="http://www.e-vocacion.es/files/html/252747/recursos/la/U13/pages/recursos/143175_P174_1.html">Cerámica</a> <a href="http://www.e-vocacion.es/files/html/252747/recursos/la/U13/pages/recursos/143175_P175.html">Pintura</a> <a href="http://www.mundocultural.net/colegio.htm">Útile</a>s<br />
<br />
<br />
<a href="http://www.juntadeandalucia.es/averroes/html/adjuntos/2007/09/13/0030/prehistoria/dolmen/monumentos.swf">Monumentos megalíticos 1</a> .<a href="http://contenidos.educarex.es/sama/2010/csociales_geografia_historia/flash/monumentosmegaliticos.swf">M2</a><br />
<br />
<br />
Ponte a prueba : <a href="http://www.e-vocacion.es/files/html/252747/recursos/la/U13/pages/recursos/143175_P180_3/es_carcasa.html">Act 1</a> <a href="http://www.e-vocacion.es/files/html/252747/recursos/la/U13/pages/recursos/143175_P177_2/es_carcasa.html">Act2</a>. <a href="http://www.e-vocacion.es/files/html/252747/recursos/la/U13/pages/recursos/143175_P180_2/es_carcasa.html">Act3</a>. <a href="http://cplosangeles.juntaextremadura.net/web/cmedio4/edadantigua/indice.htm">Act4 Cuestionarios</a>.<br />
<br />
<a href="http://www.educa.jcyl.es/educacyl/cm/gallery/Recursos%20Infinity/aplicaciones/maquina_tiempo/popup.htm">La máquina del tiempo.</a> <a href="http://www.primaria.librosvivos.net/La_vida_en_la_Prehistoria_4.html">Vida en la prehistoria</a> (113469)Unknownnoreply@blogger.com0