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Propósito
<p><strong>Comprender el significado de fracción. </strong><br></p><p>Las <b>fracciones</b> son números que utilizamos para dividir una totalidad en partes iguales. Utilizamos las <b>fracciones</b> para expresar por ejemplo un cuarto de hora, la mitad de una pizza o las tres cuartas partes de un pastel.<br></p>
Motivación
<p><iframe width="500" height="281" src="//www.youtube.com/embed/c9cTIjBqFTw" frameborder="0" allowfullscreen=""></iframe><br></p>
Explicación
<p>Se considera como <b>fracción</b> a la representación de las partes de un todo, es decir, se divide en partes iguales y cada parte es la <b>fracción</b> del entero. Etimológicamente, el término <b>fracción</b> es de origen latín fractio que significa acción de romper.<br></p><p>Actividad 1: Concepto de fracción. </p><p><a href="https://contenidosparaaprender.colombiaaprende.edu.co/G_6/M/M_G06_U01_L04/M_G06_U01_L04_03_01.html">https://contenidosparaaprender.colombiaaprende.edu.co/G_6/M/M_G06_U01_L04/M_G06_U01_L04_03_01.html</a><br></p><p>Actividad 2: La fracción como una razón. </p><p><a href="https://contenidosparaaprender.colombiaaprende.edu.co/G_6/M/M_G06_U01_L04/M_G06_U01_L04_03_02.html">https://contenidosparaaprender.colombiaaprende.edu.co/G_6/M/M_G06_U01_L04/M_G06_U01_L04_03_02.html</a><br></p><p>Actividad 3: La fracción como un operador</p><p><a href="https://contenidosparaaprender.colombiaaprende.edu.co/G_6/M/M_G06_U01_L04/M_G06_U01_L04_03_03.html">https://contenidosparaaprender.colombiaaprende.edu.co/G_6/M/M_G06_U01_L04/M_G06_U01_L04_03_03.html</a></p><p>Actividad 4: Clases de fracciones</p><p><a href="https://www.youtube.com/watch?v=H3nY6JWY-dc">https://www.youtube.com/watch?v=H3nY6JWY-dc</a><br></p><p>Actividad 5: Comparación fracciones</p><p><a href="https://www.youtube.com/watch?v=vJXz0dus_FQ">https://www.youtube.com/watch?v=vJXz0dus_FQ</a><br></p><p>Actividad 6: Convertir fracción a número mixto</p><p><a href="https://www.youtube.com/watch?v=mLSmkPTh7wg">https://www.youtube.com/watch?v=mLSmkPTh7wg</a><br></p><p>Actividad 7: Fracciones equivalentes Nº 1</p><p><a href="https://www.youtube.com/watch?v=QZTyePr_Snk">https://www.youtube.com/watch?v=QZTyePr_Snk</a><br></p><p>Actividad 8: Fracciones equivalentes Nº 2</p><p><a href="https://www.youtube.com/watch?v=GgINtvOWVWs">https://www.youtube.com/watch?v=GgINtvOWVWs</a></p><p>Actividad 9: Suma y resta con fracciones </p><p><a href="https://www.youtube.com/watch?v=6YLXMpWVsvI">https://www.youtube.com/watch?v=6YLXMpWVsvI</a></p><p>Actividad 10: Multiplicación con fracciones</p><p><a href="https://www.youtube.com/watch?v=N8MewMDci8g">https://www.youtube.com/watch?v=N8MewMDci8g</a></p><p>Actividad 11: División con fracciones</p><p><a href="https://www.youtube.com/watch?v=AkX3chVSGXc">https://www.youtube.com/watch?v=AkX3chVSGXc</a><br></p>
Ejercicios
<p>Actividad 4: Fracciones menores, iguales o mayores que la unidad.<a href="https://contenidosparaaprender.colombiaaprende.edu.co/G_6/M/M_G06_U01_L04/M_G06_U01_L04_03_04.html">https://contenidosparaaprender.colombiaaprende.edu.co/G_6/M/M_G06_U01_L04/M_G06_U01_L04_03_04.html</a></p><p><iframe width="500" height="281" src="//www.youtube.com/embed/MRhCE2Xp7PM" frameborder="0" allowfullscreen=""></iframe><br></p>
Evidencia
Evaluación
<p><b>Clasificación de los fraccionarios</b></p><ul><li><strong>Fracciones propias:</strong> Son las que tienen el numerador menor que el denominador.</li> <li><strong>Fracciones impropias</strong>: Son aquellas cuyo numerador es mayor que el denominador.</li> <li><strong>Fracciones homogéneas</strong>: Son las que tienen el mismo denominador.</li> <li><strong>Fracciones heterogéneas</strong>: Son aquellas que tienen diferente denominador.</li></ul><p><br></p><p><b>Nota: *</b>Cuando el numerador y el denominador son iguales, el fraccionario representa una unidad.</p><p><span></span>* Cuando el denominador es un múltiplo del denominador el fraccionario representa una cantidad entera.</p><p><span></span>*Un número entero se convierte en fraccionario escribiendo el 1 como denominador</p><p><img 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" alt=""></p>
Bibliografía
<p><a href="https://contenidosparaaprender.colombiaaprende.edu.co/G_6/M/menu_M_G06_U01_L04/index.html">https://contenidosparaaprender.colombiaaprende.edu.co/G_6/M/menu_M_G06_U01_L04/index.html</a></p><p>video didactico YouTube</p>
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