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Secuencias Didacticas
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CLEI I
CLEI II
CLEI III
CLEI IV
CLEI V
CLEI VI
Tema
Fecha de inicio
Fecha de finalización
Propósito
<ul> <li>Reconocer el significado del número desde el conteo.</li></ul>
Motivación
<ul><li>Operaciones combinadas</li></ul><p><a href="https://www.youtube.com/watch?v=42vjqtleG9E">https://www.youtube.com/watch?v=42vjqtleG9E</a></p><p><br></p><p><img src="data:image/png;base64,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" alt="" width="264" height="123" style="width: 264px; height: 123px;"></p>
Explicación
<p>Las operaciones combinadas las utilizamos para resolver problemas con dos operaciones, es decir cuando en un problema matemático debo sumar y también restar o viceversa.</p><ul><li>Observa el ejemplo.</li></ul><p><br></p><p><img src="/web/uploads/574/5609063cbc-operaciones-combinadas-explicacion.png"></p>
Ejercicios
<p><img src="/web/uploads/574/90b0c3bd1d-razonamiento-ejercicios-primero.png" width="475" height="162" style="width: 475px; height: 162px;"></p><p><br></p><p><img src="/web/uploads/574/e5ebc314cd-ejercitacion-primero.png" width="472" height="304" style="width: 472px; height: 304px;"></p><p><br></p><p><img src="/web/uploads/574/121ee6a190-modelacion-primero.png"></p>
Evidencia
Evaluación
<p>El estudiante será evaluado mediante su participación y compromiso de actividades realizas en clase virtual.<o:p></o:p></p>
Bibliografía
<ul><li>Libro guía de matemáticas grado primero (todos aprender)</li> <li>Google.com</li></ul>
Foro
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