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CLEI I
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Propósito
<p>Resolver triángulos recatangulos y solucionar correctamente problemas prácticos, utilizando los elementos fundamentales de las razones trigonométricas</p>
Motivación
<p><b>RESOLUCION DE TRIANGULOS RECTANGULOS: </b>Una de las aplicaciones más inmediatas de la trigonometría es la resolución de triángulos. Resolver un triángulo es conocer el valor de sus tres lados y sus tres ángulos. El uso de las razones trigonométricas junto con el teorema de Pitágoras, nos permiten resolver cualquier triángulo rectángulo conociendo dos datos, uno de ellos ha de ser un lado.</p><p><img src="data:image/png;base64,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" alt="" style="width: 264px; height: 139px;" width="264" height="139"><br></p>
Explicación
<p><a href="http://sinapsis.club/web/uploads/13152/449445337d-guia-3-trigo-10-2021-razones.docx">449445337d-guia-3-trigo-10-2021-razones.docx</a></p><p><a href="https://www.youtube.com/watch?v=NHrQ_RI8Uew">https://www.youtube.com/watch?v=NHrQ_RI8Uew</a></p><p><a href="https://www.youtube.com/watch?v=sp0YaUG7Gi4">https://www.youtube.com/watch?v=sp0YaUG7Gi4</a></p><p><a href="https://www.youtube.com/watch?v=jx_MTL5vZO0&list=RDCMUCsd800X5rAtUzaITU9JDZIQ&index=4">https://www.youtube.com/watch?v=jx_MTL5vZO0&list=RDCMUCsd800X5rAtUzaITU9JDZIQ&index=4</a></p>
Ejercicios
<p>Desarrollar los ejercicios de la guia</p><p><a href="http://sinapsis.club/web/uploads/13152/449445337d-guia-3-trigo-10-2021-razones.docx">449445337d-guia-3-trigo-10-2021-razones.docx</a><br></p>
Evidencia
Evaluación
<p><a href="http://sinapsis.club/web/uploads/13152/449445337d-guia-3-trigo-10-2021-razones.docx">449445337d-guia-3-trigo-10-2021-razones.docx</a></p><p>Ejercicios de la guia</p>
Bibliografía
<p>MATEMATICAS GLIFOS 10, EDIT. LIBROS Y LIBROS</p><p>MATEMATICAS PRACTICA 10, EDIT. VOLUNTAD</p><p>VIDEOS DE YOU TUBE</p>
Foro
calificable?
Activo
Actualizar