tag:blogger.com,1999:blog-39102102491151188962024-03-13T15:12:02.214+01:00Blog de Xeografía e Historia: ESO e BAC. Colexio Padre Feijoo-ZorelleMaría Jesús Corralhttp://www.blogger.com/profile/09998339059702371608noreply@blogger.comBlogger308125tag:blogger.com,1999:blog-3910210249115118896.post-10299906311543424192020-06-17T08:00:00.000+02:002020-06-17T08:00:00.196+02:00DESPEDIDA CURSO 2019-20ÚLTIMA SESIÓN DE LA SEMANA 12<br />
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<span style="color: blue;">Hola a tod@s, me dirijo a vosotros en esta última sesión para desearos que paséis un buen verano después de esta etapa tan "especial" y tan "distinta" que hemos vivido. Espero que al menos os haya servido de experiencia, y que hayáis sacado algo bueno de esta situación. Creo que todos hemos aprendido algo (alumnos, familias, profesores...), a pesar de tener que realizar un tremendo esfuerzo para adaptarnos a la enseñanza no presencial. </span><br />
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<span style="color: blue;">Las calificaciones en las materias que imparto serán el resultado de la media aritmética de la 1ª y 2ª evaluación, teniendo en cuenta tanto las recuperaciones llevadas a cabo de forma presencial como el trabajo telemático realizado durante el tercer trimestre del curso.</span><br />
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<span style="color: blue;">Los alumnos que suspendan en la convocatoria ordinaria, tendrán que hacer un examen presencial durante los primeros días del mes de septiembre, pero solamente de los contenidos de la 1ª y 2ª evaluación, que fueron explicados y evaluados de forma presencial.</span><br />
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<span style="color: red;">Recordad, la entrega de notas y recogida de libros de gratuidad para los cursos 3º ESO A y B, será el viernes día 26 de junio, de 10 a 13 horas.</span><br />
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<img alt="Feliz Verano! – Fundacion Paideia" height="212" src="https://fundaciopaideia.org/esp/wp-content/uploads/sites/11/2019/08/feliz-verano-24502.jpg" width="320" /></div>
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María Jesús Corralhttp://www.blogger.com/profile/02898692790769555295noreply@blogger.com0tag:blogger.com,1999:blog-3910210249115118896.post-90272003174792194552020-06-15T08:00:00.002+02:002020-06-15T08:00:04.744+02:003º ESO CULTURA CLÁSICA 15 DE XUÑO<b>1ª SESIÓN DA 13ª SEMANA </b><br />
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Hola chic@s, estamos llegando al final de curso y hoy os propongo que veáis este interesante vídeo sobre el<b> COLISEO ROMANO.</b><br />
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María Jesús Corralhttp://www.blogger.com/profile/02898692790769555295noreply@blogger.com0tag:blogger.com,1999:blog-3910210249115118896.post-37187659122502671202020-06-15T08:00:00.001+02:002020-06-15T08:00:01.117+02:002º ESO XEOGRAFÍA E HISTORIA 15 de XUÑO<b>1ª SESIÓN DA 13ª SEMANA</b><br />
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Hola chic@s, estamos chegando ao final do curso e hoxe vos propoño que vexades un interesante vídeo da Cuna de Halicarnaso sobre as "<b>CIDADES EUROPEAS E ESPAÑOLAS".</b><br />
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<br />María Jesús Corralhttp://www.blogger.com/profile/02898692790769555295noreply@blogger.com0tag:blogger.com,1999:blog-3910210249115118896.post-54642633591272437662020-06-15T08:00:00.000+02:002020-06-15T08:00:01.047+02:003º ESO XEOGRAFÍA E HISTORIA 15 DE XUÑO<b>1ª SESIÓN DA 13ª SEMANA</b><br />
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Hola chicos, estamos chegando ao final do curso e hoxe vos propoño que vexades un interesante vídeo sobre a <b>ARQUITECTURA BARROCA.</b><br />
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<br />María Jesús Corralhttp://www.blogger.com/profile/02898692790769555295noreply@blogger.com0tag:blogger.com,1999:blog-3910210249115118896.post-13463430656116565742020-06-12T08:00:00.004+02:002020-06-14T19:37:59.851+02:00ENTREGA DE NOTAS E LIBROS DE GRATUIDADE PARA OS CURSOS 3º ESO A E B<div style="text-align: center;">
<span style="color: red;">AVISO MOI IMPORTANTE</span></div>
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<span style="color: blue;">QUERIDAS FAMILIAS:</span></div>
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<span style="color: blue;">O venres día 26 de xuño de 10 a 13 horas procederase á entrega de notas e á recollida dos libros de gratuidade de forma presencial dos cursos 3º ESO A e B. Podedes achegarvos ao Centro este día e a estas horas. </span></div>
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<span style="color: blue;">Grazas pola vosa colaboración!</span></div>
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" 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María Jesús Corralhttp://www.blogger.com/profile/02898692790769555295noreply@blogger.com0tag:blogger.com,1999:blog-3910210249115118896.post-28471225947842155642020-06-12T08:00:00.003+02:002020-06-12T08:00:05.394+02:004º ESO VALORES ÉTICOS 12 DE JUNIOÚNICA SESIÓN DE LA 12ª SEMANA<br />
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<b>UNIDAD 6: PORFOLIO DE VALORES.</b><br />
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Lee la información de tu libro sobre las principales <b>ONG </b> (organizaciones no gubernamentales) de<br />
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las páginas 72 y 73.<br />
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A continuación realiza las <b>actividades 1,2,3 y 4 de la página 73.</b><br />
<b><br /></b>
<b>ONG: MANOS UNIDAS, PROYECTOS DE LUCHA CONTRA LA POBREZA</b><br />
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<br />María Jesús Corralhttp://www.blogger.com/profile/02898692790769555295noreply@blogger.com0tag:blogger.com,1999:blog-3910210249115118896.post-87948247764754936832020-06-12T08:00:00.002+02:002020-06-12T08:00:03.080+02:002º ESO VALORES ÉTICOS 12 DE JUNIOÚNICA SESIÓN DE LA 12ª SEMANA<br />
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<b>ACTITUD ANTE LOS AVANCES CIENTÍFICOS</b><br />
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Lee la página 78 y responde a la pregunta siguiente:<br />
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<b>¿Cuál es la actitud moral frente a la tecnología con la que más te identificas? ¿Por qué?</b><br />
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<br />María Jesús Corralhttp://www.blogger.com/profile/02898692790769555295noreply@blogger.com0tag:blogger.com,1999:blog-3910210249115118896.post-61958269507738316072020-06-12T08:00:00.001+02:002020-06-14T19:11:36.236+02:003º ESO XEOGRAFÍA E HISTORIA 12 DE XUÑO3ª SESIÓN DA 12ª SEMANA<br />
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<b>Tema 12: A EUROPA DO BARROCO</b><br />
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Consultade o voso libro de texto e respondede ás cuestións seguintes:<br />
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1.-Que é o Barroco?<br />
2.-En que séculos se desenvolve?<br />
3.-Onde naceu a arquitectura barroca? Cita os seus rasgos máis característicos.<br />
4.-Observa as fotos que tes a continuación e responde:<br />
a) Quen fixo a Praza de San Pedro do Vaticano?<br />
b) Quen construiu a Igrexa de San Carlo alle Quattro Fontane?<br />
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<a href="https://3.bp.blogspot.com/-GMMmu41AGp4/VATL6VP51tI/AAAAAAAAC-0/iJuemfXIRwg/s1600/74.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="San Carlo alle Quattro Fontane en Roma | Francesco Borromini ..." border="0" height="320" src="https://3.bp.blogspot.com/-GMMmu41AGp4/VATL6VP51tI/AAAAAAAAC-0/iJuemfXIRwg/s320/74.jpg" width="213" /></a><img alt="HISTORIA DEL ARTE: Columnata de San Pedro (no examen)" height="212" src="https://1.bp.blogspot.com/-P7G4D2EL1wI/UzXCdHTltDI/AAAAAAAAAJU/pSwzR3ouufk/s320/Plaza_de_San_Pedro.jpg" width="320" /><br />
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<span style="color: blue;"><b>IMPORTANTE: AS TAREFAS DE REFORZO E RECUPERACIÓN DAS AVALIACIÓNS </b></span><br />
<span style="color: blue;"><b><br /></b></span><span style="color: blue;"><b>SUSPENSAS É NECESARIO QUE AS ENVIEDES PARA PODER RECUPERAR. XA NON </b></span><br />
<span style="color: blue;"><b><br /></b></span><span style="color: blue;"><b>PUBLICAREI MÁIS, POLO QUE REVISADE QUE NON VOS QUEDE NINGUNHA SEN </b></span><br />
<span style="color: blue;"><b><br /></b></span><span style="color: blue;"><b>FACER.</b></span><br />
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<br />María Jesús Corralhttp://www.blogger.com/profile/02898692790769555295noreply@blogger.com0tag:blogger.com,1999:blog-3910210249115118896.post-21720674834928052832020-06-12T08:00:00.000+02:002020-06-12T12:54:43.589+02:002º ESO XEOGRAFÍA E HISTORIA 12 DE XUÑO3ª SESIÓN DA 12ª SEMANA<br />
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<b>Leede a páxina 298</b>: A DISTRIBUCIÓN DA POBOACIÓN ESPAÑOLA.<br />
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Realizade o<b> exercicio número 11 da páxina 299: CALCULAR A DENSIDADE DE </b><br />
<b><br /></b>
<b>POBOACIÓN DAS COMUNIDADES AUTÓNOMAS. Puntos 1,2 e 3.</b><br />
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<b>Recordade que a densidade de poboación calculábase dividindo a poboación entre a superficie, </b><br />
<b><br /></b>
<b>datos que tendes na táboa do exercicio.</b><br />
<b><br /></b>
<b><br /></b>
<span style="color: blue;"><b>IMPORTANTE: AS TAREFAS DE REFORZO E RECUPERACIÓN DAS AVALIACIÓNS </b></span><br />
<span style="color: blue;"><b><br /></b></span>
<span style="color: blue;"><b>SUSPENSAS É NECESARIO QUE AS ENVIEDES PARA PODER RECUPERAR. XA NON </b></span><br />
<span style="color: blue;"><b><br /></b></span>
<span style="color: blue;"><b>PUBLICAREI MÁIS, POLO QUE REVISADE QUE NON VOS QUEDE NINGUNHA SEN </b></span><br />
<span style="color: blue;"><b><br /></b></span>
<span style="color: blue;"><b>FACER.</b></span>María Jesús Corralhttp://www.blogger.com/profile/02898692790769555295noreply@blogger.com0tag:blogger.com,1999:blog-3910210249115118896.post-28123297237960402932020-06-10T08:00:00.002+02:002020-06-12T12:48:46.597+02:003º ESO CULTURA CLÁSICA 10 DE JUNIO2ª SESIÓN DE LA 12ª SEMANA<br />
<br />
Continuamos con el <b>TEMA 10: Juegos y espectáculos.</b><br />
<br />
Hoy vamos a estudiar <b>EL CIRCO ROMANO.</b><br />
<br />
<img alt="DIDÁCTICA DE LAS CIENCIAS SOCIALES. GEOGRAFÍA E HISTORIA.: EL ..." src="https://2.bp.blogspot.com/-XaIFeGf0P_c/VLjCYTOTebI/AAAAAAAAAmc/yNDgIhYxsWU/w1200-h630-p-k-no-nu/Partes%2Bdel%2Bcirco.jpg" /><br />
<br />
1º.- Después de leer la página 158 de tu libro y observar el dibujo anterior, responde a las siguientes cuestiones:<br />
<br />
a) Para qué servían los circos en Roma?<br />
b) Qué forma tenían?<br />
c) Cuáles eran sus partes? Para qué servían?<br />
<br />
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<span style="color: blue;">IMPORTANTE: ÚLTIMA TAREA DE REFUERZO PARA LOS ALUMNOS CON LA 2ª EVALUACIÓN SUSPENSA</span></div>
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<div class="separator" style="background-color: white; clear: both; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;">
Realiza las actividades finales del tema 6, páginas 96 y 97, números 25, 27 y 31.</div>
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<span style="color: blue;">¡RECUERDA QUE TODAS LAS TAREAS QUE PUBLIQUÉ SON FUNDAMENTALES PARA RECUPERAR LAS EVALUACIONES!</span><br />
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<br />
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<br />María Jesús Corralhttp://www.blogger.com/profile/02898692790769555295noreply@blogger.com0tag:blogger.com,1999:blog-3910210249115118896.post-6623530378721966162020-06-10T08:00:00.001+02:002020-06-10T08:00:02.379+02:003º ESO XEOGRAFÍA E HISTORIA 10 DE XUÑO2ª SESIÓN DA 12ª SEMANA<br />
<br />
Realiza as actividades finais do Tema 11 (páxinas 302 e 303):<br />
<br />
1.-Define: Consello de Indias, vicerreinados, gobernacións, corriximentos e audiencias.<br />
2.- Cales eran os grupos nos que se dividía a sociedade colonial?<br />
3.- Que era a encomenda? e a Casa de Contratación?<br />
<br />
<span style="background-color: white; color: blue; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;">IMPORTANTE: ÚLTIMA TAREFA DE REFORZO PARA OS ALUMNOS CA 2ª AVALIACIÓN SUSPENSA</span><br style="background-color: white; color: #707070; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;" /><span style="background-color: white; color: blue; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;"><br /></span>1ª.- Cita as formas nas que os países poden avanzar no desenvolvemento.<br />
2ª.-Cales son as Comunidades Autónomas nas que se rexistra maior porcentaxe de pobreza?<br />
3ª.-Que efectos tivo a crise económica do ano 2007 sobre a pobreza en España? <br style="background-color: white;" /><span style="background-color: white; color: #707070; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;"><br /></span><span style="background-color: white; color: #707070; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;"></span><span style="background-color: white; color: blue; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;">RECORDA QUE É INDISPENSABLE ENVIAR TODAS AS TAREFAS QUE PUBLIQUEI PARA PODER RECUPERAR!</span>María Jesús Corralhttp://www.blogger.com/profile/02898692790769555295noreply@blogger.com0tag:blogger.com,1999:blog-3910210249115118896.post-28203973392985216262020-06-10T08:00:00.000+02:002020-06-10T08:00:03.203+02:002º ESO XEOGRAFÍA E HISTORIA 10 DE XUÑO<b>2ª SESIÓN DA 12ª SEMANA</b><br />
<br />
-Lee as páxinas 294 e 295 : <b>A ESTRUTURA DA POBOACIÓN ESPAÑOLA</b><br />
<br />
-Realiza:<br />
<br />
<b>Claves para estudar do teu libro de texto, páxina 295 (incluido o apartado de PENSA).</b><br />
<b><br /></b>
<div style="background-color: white; font-size: 13px;">
<span style="color: blue; font-family: "trebuchet ms", trebuchet, sans-serif;">IMPORTANTE: ÚLTIMA TAREFA DE REFORZO PARA OS ALUMNOS CA 2ª AVALIACIÓN SUSPENSA.</span><br /><span style="color: blue; font-family: "trebuchet ms", trebuchet, sans-serif;"><br /></span><span style="font-family: trebuchet ms, trebuchet, sans-serif;">1ª.- Cita as institucións políticas da Coroa de Aragón.</span></div>
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<span style="font-family: trebuchet ms, trebuchet, sans-serif;">2ª.- Cita as características máis destacadas da arte prerrománica asturiana e mozárabe.</span></div>
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<div style="background-color: white; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;">
<span style="color: blue;">Recordade que os alumnos con avaliacións suspensas teñen que enviarme as tareas de recuperación e reforzo </span></div>
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<div style="background-color: white; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;">
<span style="color: blue;">feitas para poder aprobar!</span></div>
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<br />María Jesús Corralhttp://www.blogger.com/profile/02898692790769555295noreply@blogger.com0tag:blogger.com,1999:blog-3910210249115118896.post-68452191840524962062020-06-08T08:00:00.002+02:002020-06-08T08:00:03.049+02:003º ESO CULTURA CLÁSICA 8 DE JUNIO1ª SESIÓN DE LA 12ª SEMANA<br />
<br />
Iniciamos el TEMA 10: JUEGOS Y ESPECTÁCULOS<br />
<br />
<b>EL TEATRO GRIEGO Y ROMANO.</b><br />
<br />
Después de ver el siguiente vídeo y leer la página 156 de vuestro libro, responde a las cuestiones que tienes a continuación.<br />
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/-u4OyQLta6A/0.jpg" src="https://www.youtube.com/embed/-u4OyQLta6A?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
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1.- Cita las partes del teatro griego, cómo eran y cuál era su función.</div>
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2.- Cita las partes del teatro romano, cómo eran y cuál era su función.</div>
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<span style="background-color: white; color: blue; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;">IMPORTANTE: TAREA DE REFUERZO PARA LOS ALUMNOS CON LA 2ª EVALUACIÓN SUSPENSA</span><br style="background-color: white; color: #707070; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;" /><br style="background-color: white; color: #707070; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;" />1ª.-Cita tres rasgos destacados de la etapa del Imperio en Roma.</div>
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2ª.-¿En qué consistía el CURSUS HONORUM? Explícalo.<br style="background-color: white;" /><br style="background-color: white; color: #707070; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;" /><span style="background-color: white; color: blue; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;">¡RECUERDA QUE ESTAS TAREAS SON FUNDAMENTALES PARA RECUPERAR LA 2ª EVALUACIÓN!</span></div>
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<br />María Jesús Corralhttp://www.blogger.com/profile/02898692790769555295noreply@blogger.com0tag:blogger.com,1999:blog-3910210249115118896.post-13978968253356556892020-06-08T08:00:00.001+02:002020-06-08T08:00:03.550+02:003º ESO XEOGRAFÍA E HISTORIA 8 DE XUÑO1ª SESIÓN DA 12ª SEMANA<br />
<br />
<b>A CONQUISTA DE AMÉRICA</b><br />
<b><br /></b>
Despois de ver o vídeo da anterior sesión e apoiándote no teu libro d etexto, responde ás preguntas seguintes:<br />
1º.- Quen foi Hernán Cortés?<br />
2º.- Que eran as capitulacións de conquista?<br />
3ª.-Que factores explican a rápida conquista de América polos españois?<br />
4ª.- Describe as conquistas de México e Perú.<br />
<br />
<span style="background-color: white; color: blue; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;">IMPORTANTE: TAREFA DE REFORZO PARA OS ALUMNOS CA 2ª AVALIACIÓN SUSPENSA</span><br style="background-color: white; color: #707070; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;" /><span style="background-color: white; color: blue; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;"><br /></span><span style="font-family: Trebuchet MS, Trebuchet, sans-serif;"><span style="background-color: white; font-size: 13px;">Iniciamos o <b>TEMA 7:</b></span></span><br />
<span style="font-family: Trebuchet MS, Trebuchet, sans-serif;"><span style="background-color: white; font-size: 13px;"><br /></span></span>
<span style="font-family: Trebuchet MS, Trebuchet, sans-serif;"><span style="background-color: white; font-size: 13px;">1ª.- Define IDH e IPH.</span></span><br />
<span style="font-family: Trebuchet MS, Trebuchet, sans-serif;"><span style="background-color: white; font-size: 13px;">2ª.- Cita as características dos países desenvolvidos, en desenvolvemento e menos desenvolvidos.</span></span><br />
<span style="font-family: Trebuchet MS, Trebuchet, sans-serif;"><span style="background-color: white; font-size: 13px;">3ª.-Cita as causas do atraso económico.</span></span><br />
<span style="font-family: Trebuchet MS, Trebuchet, sans-serif;"><span style="background-color: white; font-size: 13px;">4ª.-Define débeda externa e pobreza extrema.</span></span><br />
<span style="font-family: Trebuchet MS, Trebuchet, sans-serif;"><span style="background-color: white; font-size: 13px;"><br /></span></span>
<span style="color: blue; font-family: Trebuchet MS, Trebuchet, sans-serif;"><span style="background-color: white; font-size: 13px;">RECORDA QUE É INDISPENSABLE ENVIAR AS TAREFAS PARA PODER RECUPERAR!</span></span>María Jesús Corralhttp://www.blogger.com/profile/02898692790769555295noreply@blogger.com0tag:blogger.com,1999:blog-3910210249115118896.post-41860194175051258632020-06-08T08:00:00.000+02:002020-06-08T08:00:05.961+02:002º ESO XEOGRAFÍA E HISTORIA 8 DE XUÑO<b>1ª SESIÓN DA 12ª SEMANA</b><br />
<b><br /></b>
Continuamos co TEMA 11: EAPAÑA E GALICIA, TERRITORIO, POBOACIÓN E CIDADES.<br />
<br />
Hoxe imos ver como é a dinámica natural da poboación española:<br />
<br />
- Facer un pequeno esquema de como é a natalidade e a fecundidade española (páxina 292); a mortalidade e esperanza de vida e o crecemento natural de España (páxina 293).<br />
<br />
-Os propoño que vexades este entretenido vídeo titulado: ¿Cuántos somos en el mundo?<br />
<br />
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/0Y-guk7KOWo/0.jpg" src="https://www.youtube.com/embed/0Y-guk7KOWo?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
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<br /></div>
<div style="text-align: left;">
<span style="background-color: white; color: blue; font-family: "trebuchet ms", trebuchet, sans-serif; font-size: 13px;">IMPORTANTE: TAREFA DE REFORZO PARA OS ALUMNOS CA 2ª AVALIACIÓN SUSPENSA.</span><br style="background-color: white; color: #707070; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;" /><span style="background-color: white; color: blue; font-family: "trebuchet ms", trebuchet, sans-serif; font-size: 13px;"><br /></span><span style="font-family: trebuchet ms, trebuchet, sans-serif;">1º.- Explica como se organizaban os territorios cristiáns (páxina 145).</span></div>
<div style="text-align: left;">
<span style="font-family: trebuchet ms, trebuchet, sans-serif;">2ª.- Cita as principais institucións de goberno do reino de Castela (páxina 146)</span></div>
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<span style="font-family: trebuchet ms, trebuchet, sans-serif;">3ª.- Cita catro características da economía da Coroa de Castela (páxina 147).</span></div>
<div style="text-align: left;">
<span style="font-family: trebuchet ms, trebuchet, sans-serif;"><br style="background-color: white;" /></span><span style="background-color: white; color: blue; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;">RECORDA: ESTAS TAREFAS SON INDISPENSABLES PARA RECUPERAR A 2ª AVALIACIÓN.</span></div>
<div style="text-align: left;">
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<br />María Jesús Corralhttp://www.blogger.com/profile/02898692790769555295noreply@blogger.com0tag:blogger.com,1999:blog-3910210249115118896.post-78759938900632379012020-06-05T08:00:00.003+02:002020-06-05T08:00:00.397+02:004º ESO VALORES ÉTICOS 5 DE JUNIOÚNICA SESIÓN DE LA 11ª SEMANA DE CONFINAMIENTO<br />
<br />
En las<b> páginas 64 y 65</b> se plantea la controversia sobre el <b>papel nacional e internacional de las
fuerzas armadas españolas. </b><br />
Para establecer la reflexión y el diálogo sobre posturas a favor
y en contra se ofrece la historia de dos soldados españoles que han participado en conflictos
bélicos. Las experiencias narradas son muy distintas, pero ambas reflejan las secuelas
que deja la guerra.<br />
<br />
Hoy solamente quiero que os leáis dichas experiencias y reflexionéis sobre el <b>PAPEL DE LAS FUERZAS ARMADAS ESPAÑOLAS.</b><br />
<b><br /></b>
<b><br /></b>María Jesús Corralhttp://www.blogger.com/profile/02898692790769555295noreply@blogger.com0tag:blogger.com,1999:blog-3910210249115118896.post-42267857724084045482020-06-05T08:00:00.002+02:002020-06-05T08:00:04.266+02:002º ESO VALORES ÉTICOS 5 DE JUNIOÚNICA SESIÓN DA 11ª SEMANA DE CONFINAMENTO<br />
<br />
<b>¿QUÉ SABEMOS DE LOS CIENTÍFICOS?</b><br />
<br />
Después de leer las páginas 70 y 71, realiza las cuestiones siguientes:<br />
<br />
Página 70: Número 1<br />
Página 71: Números 2,3 y 4.<br />
<br />
<div style="text-align: center;">
<img alt="El "científico loco" que se robó el cerebro de Einstein - 24CON" src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcR0jHotxZPnMbvD2Nx3y-KluReiuBARr47egXvulUpC1imA1LOk&usqp=CAU" /></div>
<br />María Jesús Corralhttp://www.blogger.com/profile/02898692790769555295noreply@blogger.com0tag:blogger.com,1999:blog-3910210249115118896.post-13914049521064628772020-06-05T08:00:00.001+02:002020-06-05T08:00:02.382+02:003º ESO XEOGRAFÍA E HISTORIA 5 DE XUÑO3ª SESIÓN DA 11ª SEMANA DE CONFINAMENTO<br />
<br />
Nesta sesión, e para rematar a semana vades ver este vídeo de la Cuna de Halicarnaso sobre<br />
<br />
<b>A CONQUISTA DE AMÉRICA.</b><br />
<br />
Nas sesións da semana seguinte realizaredes unhas actividades sobre este feito histórico tan<br />
<br />
importante.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/0bZhsGOl_tI/0.jpg" src="https://www.youtube.com/embed/0bZhsGOl_tI?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
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<br />María Jesús Corralhttp://www.blogger.com/profile/02898692790769555295noreply@blogger.com0tag:blogger.com,1999:blog-3910210249115118896.post-64653618458817013822020-06-05T08:00:00.000+02:002020-06-05T08:00:02.944+02:002º ESO XEOGRAFÍA E HISTORIA 5 DE XUÑO3ª SESIÓN DA 11ª SEMANA DE CONFINAMENTO<br />
<br />
Na última sesión da semana, vades a interpretar o <b>esquema das principais institucións de España</b> de voso libro de texto que se atopa na páxina 291.<br />
<br />
Para elo facede o<b> exercicio 3 </b> desa mesma <b>páxina: 291.</b><br />
<br />
<div style="text-align: center;">
<img alt="Instituciones de España" height="240" src="https://image.slidesharecdn.com/institucionesdeespaa-150323074514-conversion-gate01/95/instituciones-de-espaa-6-638.jpg?cb=1427096804" width="320" /></div>
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<br />María Jesús Corralhttp://www.blogger.com/profile/02898692790769555295noreply@blogger.com0tag:blogger.com,1999:blog-3910210249115118896.post-70953190196204471572020-06-03T08:00:00.002+02:002020-06-03T08:00:00.275+02:003º ESO CULTURA CLÁSICA 3 DE JUNIO2ª SESIÓN DE LA 11ª SEMANA DE CONFINAMIENTO<br />
<br />
Continuamos con el <b>Tema 9: Ciudades antiguas y modernas.</b><br />
<br />
<b>LAS VIVIENDAS ROMANAS : DOMUS E INSULA.</b><br />
<br />
-Visiona este vídeo sobre la <b>DOMUS ROMANA</b> :<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/O4_2-qiWosE/0.jpg" src="https://www.youtube.com/embed/O4_2-qiWosE?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<br />
-A continuación con los datos del vídeo, elabora un texto en el que expliques cómo era la Domus romana (función, quién vivía en ellas, partes, características...).<br />
<br />
<span style="background-color: white; color: blue; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;">IMPORTANTE: TAREA DE REFUERZO PARA LOS ALUMNOS CON LA 2ª EVALUACIÓN SUSPENSA</span><br style="background-color: white; color: #707070; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;" /><br style="background-color: white; color: #707070; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;" />1.- Cita las tres etapas políticas de Roma.<br />
2.-¿Cuáles eran las instituciones políticas durante la Monarquía en Roma?<br />
3.-Durante la República romana, ¿cuáles eran los órganos políticos más destacados?<br />
4.-Cita y explica las tres características básicas de los magistrados romanos.<br />
5.- Para qué servía un tribuno de la plebe?<br />
<br style="background-color: white;" /><span style="background-color: white; color: blue; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;">¡RECUERDA QUE ESTAS TAREAS SON FUNDAMENTALES PARA RECUPERAR LA 2ª EVALUACIÓN!</span><br />
<br />
<br />
<br />
<br />María Jesús Corralhttp://www.blogger.com/profile/02898692790769555295noreply@blogger.com0tag:blogger.com,1999:blog-3910210249115118896.post-9078148290072795962020-06-03T08:00:00.001+02:002020-06-03T08:00:06.027+02:003º ESO XEOGRAFÍA E HISTORIA 3 DE XUÑO2ª SESIÓN DA 11ª SEMANA DE CONFINAMENTO<br />
<br />
TEMA 11: A FORMACIÓN DO IMPERIO ESPAÑOL.<br />
<br />
Despois de leer as páxinas 294, 298 e 299 do teu libro responde:<br />
<br />
1.- Cita os órganos de goberno de Carlos I e Felipe II.<br />
2.-Cales foron os obxectivos principais da política exterior do imperio español no século XVI?<br />
3.-Que país foi o principal rival da Monarquía Hispánica no século XVI?<br />
4.-Que países se enfrentaron na Batalla de Pavía? e na de San Quintín? quen venceu?<br />
5.-Explica a Paz de Augsburgo.<br />
6.- Que foi a Armada Invencible?<br />
<br />
<span style="background-color: white; color: blue; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;">IMPORTANTE: TAREFA DE REFORZO PARA OS ALUMNOS CA 2ª AVALIACIÓN SUSPENSA</span><br style="background-color: white; color: #707070; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;" /><span style="background-color: white; color: blue; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;"><br /></span>1.-Define espazo urbano.<br />
2.-Que é unha cidade? Cita as características que debe ter un espazo para considerarse cidade.<br />
3.-Cita as funcións dunha cidade.<br />
4.-Cales son as zonas que se poden distinguir nunha cidade europea segundo a súa historia?<br />
5.-Define: cidade central, espazo periurbano, área rururbana e cidade difusa.<br />
6.- Diferenza entre cidades mundiais, nacionais e rexionais.<br />
7.-Cita os grandes retos das cidades.<br style="background-color: white;" /><br style="background-color: white; color: #707070; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;" /><span style="background-color: white; color: blue; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;">¡ESTAS TAREFAS SON FUNDAMENTAIS PARA RECUPERAR A AVALIACIÓN!</span><br />
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<br />María Jesús Corralhttp://www.blogger.com/profile/02898692790769555295noreply@blogger.com0tag:blogger.com,1999:blog-3910210249115118896.post-32697293452934387522020-06-03T08:00:00.000+02:002020-06-03T08:00:03.694+02:002º ESO XEOGRAFÍA E HISTORIA 3 DE XUÑO2ª SESIÓN DA 11ª SEMANA DE CONFINAMENTO<br />
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Nesta sesión imos estudar as INSTITUCIÓNS ESPAÑOLAS.<br />
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Visiona atentamente este vídeo:<br />
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A continuación responde ás seguintes preguntas apoiándote no vídeo que acabas de ver e no teu libro (páxinas 290 e 291):<br />
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1ª.-En que ano foi aprobada a Constitución española?<br />
2ª.-Que é a Constitución?<br />
3ª.-Que se recolle na Constitución?<br />
4ª.- Que significa que España sea un estado social, democrático e de Dereito?<br />
5ª.-Cita as principais institucións do Estado español.<br />
6ª.-Quen é o Xefe do Estado?e o xefe do Goberno?<br />
7ª.-Cales son as dúas Cámaras que forman as Cortes?<br />
8ª.- Que poder exercen as Cortes? e o Goberno? e o Tribunal de Xustiza?<br />
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<span style="background-color: white; color: blue; font-family: "trebuchet ms", trebuchet, sans-serif; font-size: 13px;">IMPORTANTE: TAREFA DE REFORZO PARA OS ALUMNOS CA 2ª AVALIACIÓN SUSPENSA.</span><br style="background-color: white; color: #707070; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;" /><span style="background-color: white; color: blue; font-family: "trebuchet ms", trebuchet, sans-serif; font-size: 13px;"><br /></span><span style="font-family: trebuchet ms, trebuchet, sans-serif;">1.- Defione reconquista. (páxina 144)</span><br />
<span style="font-family: trebuchet ms, trebuchet, sans-serif;">2.-Cita as tres etapas da reconquista.</span><br />
<span style="font-family: trebuchet ms, trebuchet, sans-serif;">3.-Que foron as PARIAS?</span><br />
<span style="font-family: trebuchet ms, trebuchet, sans-serif;">4.-Quen se enfrentaron na batalla das Navas de Tolosa? Quen venceu?</span><br />
<span style="font-family: trebuchet ms, trebuchet, sans-serif;">5.-Define repoboación e cartas de poboamento.</span><span style="background-color: white; color: blue; font-family: "trebuchet ms", trebuchet, sans-serif; font-size: 13px;"><br /></span><br style="background-color: white; color: #707070; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;" /><span style="background-color: white; color: blue; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;">RECORDA: ESTAS TAREFAS SON INDISPENSABLES PARA RECUPERAR A 2ª AVALIACIÓN.</span>María Jesús Corralhttp://www.blogger.com/profile/02898692790769555295noreply@blogger.com0tag:blogger.com,1999:blog-3910210249115118896.post-84669990806151613622020-06-01T08:00:00.002+02:002020-06-01T08:00:06.286+02:003º ESO CULTURA CLÁSICA 1 DE JUNIO1ª SESIÓN DE LA 11ª SEMANA DE CONFINAMIENTO<br />
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TEMA 9: CIUDADES ANTIGUAS Y MODERNAS.<br />
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Lee atentamente las páginas 142 y 143 de tu libro de texto y responde a las siguientes cuestiones sobre la <b>ciudad romana</b>:<br />
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1.- Cuáles eran las dos vías en las que se organizaban las ciudades romanas?<br />
2.- Define: foro, domus, insulae, acueductos, necrópolis.<br />
3.-Cita los principales edificios que se encontraban en el foro romano especificando su función.<br />
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<span style="background-color: white; color: blue; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;">IMPORTANTE: TAREA DE REFUERZO PARA LOS ALUMNOS CON LA 2ª EVALUACIÓN SUSPENSA</span><br style="background-color: white; color: #707070; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;" /><br style="background-color: white; color: #707070; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;" />1ª.-Define polis y cita sus características principales.<br />
2ª.-Cuáles eran los órganos de gobierno de la polis? Por quién estaban formados? Escribe para qué servían.<br />
3ª.-Cita las tres etapas políticas de Grecia, los siglos correspondientes a cada etapa y sus características.<br />
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<br style="background-color: white;" /><span style="background-color: white; color: blue; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;">¡RECUERDA QUE ESTAS TAREAS SON FUNDAMENTALES PARA RECUPERAR LA 2ª EVALUACIÓN!</span>María Jesús Corralhttp://www.blogger.com/profile/02898692790769555295noreply@blogger.com0tag:blogger.com,1999:blog-3910210249115118896.post-43596095665868089672020-06-01T08:00:00.001+02:002020-06-01T08:00:03.019+02:003º ESO XEOGRAFÍA E HISTORIA 1 DE XUÑO1ª SESIÓN DA 11ª SEMANA DE CONFINAMENTO<br />
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Continuamos co Tema 11: A FORMACIÓN DO IMPERIO ESPAÑOL.<br />
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-Para comprender mellor os reinados dos Austrias Maiores: Carlos I de España e V de Alemania e o do seu fillo Felipe II tendes que ver este pequeno vídeo da Cuna de Halicarnaso:<br />
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-A continuación apoiándote tamén no teu libro (páxinas 290 e 291) responde estas cuestións:<br />
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1.-Que reis forman parte da dinastía dos Austrias Maiores? e dos Austrias Menores? Durante que séculos reinaron?<br />
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2.-Define: revolta das Comunidades, Xermanías, Monarquía Hispánica e bancarrota.<br />
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3.-Que territorios herdou Carlos I? e Felipe II?<br />
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4.-Cita os problemas financieiros dos Imperios de Carlos I e Felipe II.<br />
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<span style="background-color: white; color: blue; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;">IMPORTANTE: TAREFA DE REFORZO PARA OS ALUMNOS CA 2ª AVALIACIÓN SUSPENSA</span><br />
<span style="color: blue;"><br /></span>
1ª.- Diferenza entre medios de transporte e infraestruturas. Pon un exemplo d ecada un.<br />
2.-Cita as funcións dos transportes.<br />
3ª.- Que é a rede de transporte? Diferenza entre nodos e eixes.<br />
4ª.- Que é o transporte intermodal?<br />
5ª.-Cita as vantaxes e os inconvenientes do transporte por estrada e por ferrocarril; do transporte marítimo e do transporte aéreo.<br />
<br style="background-color: white; color: #707070; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;" /><br style="background-color: white; color: #707070; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;" /><span style="background-color: white; color: blue; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;">¡ESTAS TAREFAS SON FUNDAMENTAIS PARA RECUPERAR A AVALIACIÓN!</span><br style="background-color: white; color: #707070; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;" /><br />
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<br />María Jesús Corralhttp://www.blogger.com/profile/02898692790769555295noreply@blogger.com0tag:blogger.com,1999:blog-3910210249115118896.post-75743157744698136902020-06-01T08:00:00.000+02:002020-06-01T08:00:01.783+02:002º ESO XEOGRAFÍA E HISTORIA 1 DE XUÑO1ª SESIÓN DA 11ª SEMANA DE CONFINAMENTO<br />
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Comenzamos co TEMA 11: ESPAÑA E GALICIA, TERRITORIO, POBOACIÓN E CIDADES.<br />
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-A <b>organización territorial de España. </b>Visiona atentamente este pequeno <b>vídeo:</b><br />
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-Responde ás seguintes <b>cuestións </b>apoiándote no vídeo que acabas de ver e no teu libro (páxinas 288-289):<br />
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1.-Como se organiza territorialmente España?<br />
2.-Que é un MUNICIPIO? Cantos hai en España? Quen o administra?<br />
3.-Como funciona un CONCELLO?<br />
4.-Que é unha PROVINCIA? Cantas hai en España? Quen as goberna?<br />
5.- Por quen está formada a DEPUTACIÓN PROVINCIAL? Cal é a súa función?<br />
6.-Que é unha COMUNIDADE AUTÓNOMA? Cantas hai en España? Quen as goberna?<br />
7.- Que é un ESTATUTO DE AUTONOMÍA? En que ano se aprobou o noso?<br />
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<span style="background-color: white; color: blue; font-family: "trebuchet ms", trebuchet, sans-serif; font-size: 13px;">IMPORTANTE: TAREFA DE REFORZO PARA OS ALUMNOS CA 2ª AVALIACIÓN SUSPENSA.</span><br />
<span style="color: blue; font-family: trebuchet ms, trebuchet, sans-serif;"><br /></span>
<span style="font-family: trebuchet ms, trebuchet, sans-serif;">1.-En que ano invadiron os musulmáns á peninsula Ibérica? En que zonas se refuxiaron os visigodos? (páxina 138).</span><br />
<span style="font-family: trebuchet ms, trebuchet, sans-serif;">2.-Que reinos e condados cristiáns xurdiron en España nos séculos VIII e IX? (páxina 138)</span><br />
<span style="font-family: trebuchet ms, trebuchet, sans-serif;">3.-Resume a creación do reino ástur-leonés.(páxina 139)</span><br />
<span style="font-family: trebuchet ms, trebuchet, sans-serif;">4.-Que era a Marca Hispánica?(páxina 139)</span><br />
<span style="font-family: trebuchet ms, trebuchet, sans-serif;">5.-Quen foi F</span><span style="font-family: "trebuchet ms", trebuchet, sans-serif;">ernán González?(páxina 140)</span><br />
<span style="background-color: white; color: blue; font-family: "trebuchet ms", trebuchet, sans-serif; font-size: 13px;"><br /></span><br style="background-color: white; color: #707070; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;" /><span style="background-color: white; color: blue; font-family: "Trebuchet MS", Trebuchet, sans-serif; font-size: 13px;">RECORDA: ESTAS TAREFAS SON INDISPENSABLES PARA RECUPERAR A 2ª AVALIACIÓN.</span><br />
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<br />María Jesús Corralhttp://www.blogger.com/profile/02898692790769555295noreply@blogger.com0