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Propósito
<p>¨Que el estudiante comprenda y resuelva situaciones problema que involucran los números racionales con las operaciones (suma, resta, multiplicación, división, potenciación, radicación) en contextos escolares y extraescolares</p>
Motivación
<p>dividamos un cuadrado en dos partes y coloreo una ,luego cogemos otro cuadrado y lo dividimos en tres partes y coloreo una ahora sumamos estas partes coloreadas apartir de esta situacion se pedira si es posible sumar estas partes sin que se afecte el resultado final.</p>
Explicación
<p>Para sumar o restar números racionales con diferente denominador(HETEROGENEA) se busca el mínimo común múltiplo(M.C.M) de los denominadores. Luego se divide el M.C.M entre el denominador de la primera fracción y el cociente se multiplica porel numerador, en la segunda fracción se repite el mismo proceso</p><p>ejemplo : <img src="data:image/png;base64,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" 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Ejercicios
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src="data:image/png;base64,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" alt=""> </p><p><img src="data:image/png;base64,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" alt="" style=""></p><p><br></p><p><br></p>
Evidencia
Evaluación
<p><img 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