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Propósito
<p>Que el Estudiante realice ejercicios con números Racionales (Q)</p><p style="text-align: center;"><span style="font-size: 18px;"><strong>Guia 7</strong></span><br></p>
Motivación
<p>Las <b>operaciones</b> fundamentales en este conjunto son la suma y la multiplicación. La diferencia (o resta) y la división de fracciones son <b>operaciones que</b> dependen de las dos fundamentales.</p><p><img src="/web/uploads/9119/48cdaa3e1e-operaciones-racionales.jpg"><br></p><p>Observar el Siguiente Vídeo: <a href="https://www.youtube.com/watch?v=GMsq8e40EUg">Operaciones Números Racionales</a> </p>
Explicación
<p><img src="data:image/png;base64,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" alt=""><br></p><p><img src="/web/uploads/9119/edcc0b2009-operaciones-racionales1.jpg" width="681" height="288" style="width: 681px; height: 288px;"></p><p><img src="/web/uploads/9119/878ee94485-operaciones-racionales2.jpg" width="702" height="319" style="width: 702px; height: 319px;"></p><p><img src="/web/uploads/9119/9f213e17b1-operaciones-racionales3.jpg"></p><p><img src="/web/uploads/9119/19284910bb-operaciones-racionales4.jpg"></p><p><img src="/web/uploads/9119/86adb69a0c-operaciones-racionales5.jpg"></p>
Ejercicios
<p> <img src="/web/uploads/9119/1352a9011d-operaciones-racionales6.jpg"> <img src="/web/uploads/9119/7e6f583f8d-operaciones-racionales7.jpg"></p><p><img src="/web/uploads/9119/1b9bbb6c29-operaciones-racionales8.jpg"> <br></p><p><img src="/web/uploads/9119/8405b762f4-operaciones-racionales9.jpg"> <br></p><p style="text-align: center;"><img src="/web/uploads/9119/4b561fe6c6-operaciones-racionales10.jpg" width="328" height="378" style="width: 328px; height: 378px;"></p>
Evidencia
Evaluación
<p><span style="font-size: 12px;">La <b>evaluación es formativa e integral</b>, por lo tanto, se tendrá en cuenta:</span></p><p><span style="font-size: 12px;"><b>1.</b> La presentación del trabajo sea impecable y muestra su dedicación.</span></p><p><span style="font-size: 12px;"><b>2. Participación</b>, realizando preguntas al profesor y retroalimentando los conocimientos.</span></p><p><span style="font-size: 12px;"><b>3.</b> Realización de todas las actividades de manera <b>responsable </b><b>y puntual.</b></span></p><p><span style="font-size: 12px;"><b>4.La apropiación, re</b><b>?</b><b>exión </b><b>y retroalimentación </b>de los saberes comprendidos en el taller.</span></p><p><b><span style="font-size: 12px;">¿Cómo presentar el trabajo?</span></b></p><p><span style="font-size: 12px;"><b>1.</b> Se debe resolver en hoja block cuadriculadas o en el cuaderno, donde más facilite.</span></p><p><span style="font-size: 12px;"><b>2.</b> Fecha de entrega será estipulada por el profesor. Preferiblemente en <b>PDF </b>como se muestra en el tutorial adjunto por el profesor.</span></p><p><span style="font-size: 12px;"><b>3.</b> El trabajo se recibe el día de la fecha de entrega.</span></p><p><span style="font-size: 12px;"><b>Forma </b><b>de entrega:</b></span></p><p><span style="font-size: 12px;">Plataforma <b>Sinapsis </b>en la pestaña <b>Tarea, </b>o al </span><b><span style="font-size: 12px;">correo: </span><a href="mailto:wnaranjodeo@gmail.com%20o%20al%20WhatsApp:3123624081"><span style="font-size: 12px;">wnaranjodeo@gmail.com o al WhatsApp:3123624081</span></a></b></p>
Bibliografía
<p>Vamos aprender Matemáticas 7°. Texto Ministerio de Educación</p>
Foro
calificable?
Activo
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