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CLEI I
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Propósito
<p>Identifica y comprende la multiplicación mediante estrategias pedagógicas como videos, imágenes e ilustraciones y las aplica para la resolución de problemas matemáticos en su diario vivir.</p>
Motivación
<p><img src="/web/uploads/12258/ced6be30df-ttttt.png" width="102" height="172" style="width: 102px; height: 172px;"><img src="/web/uploads/12258/aac14bb9db-ttttty.png" width="183" height="232" style="width: 183px; height: 232px;" rel="width: 183px; height: 232px;"></p><p><b><br></b></p><p><b><br></b></p><p><br></p>
Explicación
<p><b><br></b></p><p><b><img src="/web/uploads/12258/e47e8e1580-kkkkk.png" width="104" height="131" style="width: 104px; height: 131px;"></b></p><p><b>RECUERDA!</b></p><p><b>LA MULTIPLICACIÓN ES UNA OPERACIÓN MATEMATICA, QUE CONSISTE EN SUMAR VARIAS VECES EL MISMO NÚMERO:</b></p><p>ASÍ: 6X4= 24 </p><p>Indica que tenemos que sumar el número 6 durante 4 veces es decir: 6+6+6+6=24 por tanto la multiplicación se considera como una suma repetida.</p><p>JUEGA CON LAS MULTIPLICACIONES<br></p><p>ABRE EL SIGUIENTE LINK <a href="https://la.ixl.com/math/2-grado/escribir-multiplicaciones-sobre-matrices">https://la.ixl.com/math/2-grado/escribir-multiplicaciones-sobre-matrices</a><br></p><p><img src="/web/uploads/12258/5a705ce8ee-hhhhh.png" width="431" height="194" style="width: 431px; height: 194px;"></p><p>AHORA APRENDEREMOS A REALIZARMULTIPLIACIÓNES </p><p> POR UNA Y DOS CIFRAS</p><p><img src="/web/uploads/12258/5267dc271f-jjjj.png" width="273" height="164" style="width: 273px; height: 164px;"></p><p> <br><img 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" alt=""><br></p><p>Observa el siguiente video y aprende mas </p><p><a href="https://www.youtube.com/watch?v=tnMVJPygnXw">https://www.youtube.com/watch?v=tnMVJPygnXw</a><br></p><p><b><u>PRACTICO MIS HABILIDADES DE PENSAMIENTO</u></b></p><ul><li>1.Renata compró 12 cajas de galletas, cada caja tiene 10 galletas de chocolate y 5 galletas de vainilla.</li></ul><p>Contestemos:</p><ul><li>Ø Cuantas galletas hay en cada caja?</li> <li>R/15 </li> <li>Ø Cuantas galletas de chocolate hay en en 12 cajas?</li></ul><p>12 veces 10 = R/ 120 galletas de chocolate</p><ul><li>Ø Cuantas galletas de vainilla hay en las 12 cajas?</li></ul><p>12 veces 5o12 x 5 = 60galletas de vainilla</p>
Ejercicios
<p><img src="/web/uploads/12258/66d55fe2d9-eeee.png" width="210" height="132" style="width: 210px; height: 132px;"><img src="http://sinapsis.club/web/uploads/12258/6e69d32c1e-xxxxxx.png" width="211" height="352" style="width: 211px; height: 352px;"></p><p><img src="/web/uploads/12258/d1cb66c58f-4444.png" width="181" height="168" style="width: 181px; height: 168px;"></p><ul><li>Ø Cuanto es el total de galletas?</li></ul> <p><b>R/ 180 galletas en total </b></p><p><b><b><i><u>OBSERVA MAS EJEMPLOS:</u></i></b><br></b></p><p><b><img src="/web/uploads/12258/8e5224ec75-lllllll.png" width="465" height="219" style="width: 465px; height: 219px;"><span class="redactor-invisible-space"><br></span></b></p><p><img src="/web/uploads/12258/eff68df7ea-uuuuuu.png" width="453" height="234" style="width: 453px; height: 234px;"></p><p><b>Resuelve la operación de </b><b>la siguiente imagen en el cuaderno:</b></p><p><img src="/web/uploads/12258/b3e314aa96-ccccccc.png"></p><p><br></p> <p><br></p>
Evidencia
Evaluación
<p><a href="https://aprende.colombiaaprende.edu.co/sites/default/files/naspublic/ContenidosAprender/G_2/M/M_G02_U01_L03/M_G02_U01_L03_04_01.html">https://aprende.colombiaaprende.edu.co/sites/default/files/naspublic/ContenidosAprender/G_2/M/M_G02_U01_L03/M_G02_U01_L03_04_01.html</a></p><ul><li><b>1.</b><b>Resuelve las paginas</b></li></ul><p><b> 223, 224, 225, 226, 227 del libro guía multiareas</b></p><p><b></b></p><p><br></p><p><img src="/web/uploads/12258/eb378fcc9c-qqqqq.png" width="178" height="188" style="width: 178px; height: 188px;"></p><p><b>ANTE LA CONTINGENCIA DEL COVID-19</b></p><p><b>ME QUEDO EN CASA</b><b></b></p><p><b></b></p><p><img src="/web/uploads/12258/0fb57760d4-eeeee.png" width="244" height="185" style="width: 244px; height: 185px;"></p><p><span class="redactor-invisible-space"></span></p>
Bibliografía
<p>PAGINAS WED</p>
Foro
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