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CLEI I
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Propósito
<p>aplico los conceptos de ángulos agudos y obtusos en situaciones de la vida real</p>
Motivación
<p>En geometría es importante tener claridad sobre las medidas y clase de ángulos en situaciones de la vida real. </p>
Explicación
<p><b>Las manecillas del reloj indican la una y forman un ángulo agudo que mide 30?</b></p><p><b>Las manecillas del reloj indican las 8:18 y forman un ángulo obtuso que mide 141?</b></p><p><b></b><span class="redactor-invisible-space"><img src="data:image/png;base64,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" alt=""><br></span></p><p><img 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" alt=""></p>
Ejercicios
<ul><li>1)dibuja un reloj y en él una hora en la cual las manecillas formen un ángulo agudo. anotar la amplitud del ángulo y la hora </li> <li>2)dibuja un reloj y en él una hora en la cual las manecillas formen un ángulo obtuso. anotar la amplitud del ángulo y la hora </li></ul>
Evidencia
Evaluación
Bibliografía
<p><a href="https://www.smartick.es/blog/matematicas/recursos-didacticos/relojes-y-angulos/">https://www.smartick.es/blog/matematicas/recursos-didacticos/relojes-y-angulos/</a><o:p></o:p></p>
Foro
calificable?
Activo
Actualizar