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CLEI I
CLEI II
CLEI III
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Propósito
<p>Reconoce el concepto de congruencia de figuras planas</p>
Motivación
<p>Utiliza tu tangram y construye con todas las fichas un triángulo</p><p>si no tienes tangram puedes ingresar a la siguiente página y seleccionar el triángulo</p><p><a href="https://www.cokitos.com/tangram-online-para-ninos/play/">https://www.cokitos.com/tangram-online-para-ninos/play/</a><br></p><p>Si lo has realizado correctamente te debe quedar de la siguiente manera</p><p><img src="data:image/png;base64,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" alt="" style=""></p><p>compara el triángulo rojo y el azul oscuro de este tangram y responde las siguientes preguntas</p><p>¿Sus lados miden igual?</p><p>¿Sus ángulos internos miden igual?</p><p>¿tienen el mismo tamaño?</p>
Explicación
<p>Dos o más figuras son congruentes cuando tienen la misma forma, tamaño y amplitud angular</p><p>Observa el siguiente video explicativo sobre congruencia de figuras</p><p><a href="https://www.youtube.com/watch?v=Y37rNwZ_aGc">https://www.youtube.com/watch?v=Y37rNwZ_aGc</a><br></p>
Ejercicios
<p>Realiza la actividad de la página 248</p>
Evidencia
Evaluación
<p>realiza la siguiente actividad interactiva</p><p><a href="https://es.liveworksheets.com/pb2071632cm">https://es.liveworksheets.com/pb2071632cm</a><br></p>
Bibliografía
<p><a href="https://www.varsitytutors.com/hotmath/hotmath_help/spanish/topics/congruent-figures">https://www.varsitytutors.com/hotmath/hotmath_help/spanish/topics/congruent-figures</a></p>
Foro
calificable?
Activo
Actualizar