{"id":181,"date":"2020-03-28T23:51:02","date_gmt":"2020-03-28T23:51:02","guid":{"rendered":"http:\/\/conaldi.edu.co\/wp_ES\/wordpress\/esexual\/?page_id=181"},"modified":"2020-08-12T23:33:35","modified_gmt":"2020-08-12T23:33:35","slug":"matematicas-iii-fracciones","status":"publish","type":"page","link":"https:\/\/conaldi.edu.co\/wp_ES\/wordpress\/esexual\/matematicas-iii-fracciones\/","title":{"rendered":"MATEM\u00c1TICAS III -  MULTIPLICACI\u00d3N Y ESTAD\u00cdSTICA"},"content":{"rendered":"<div id=\"dslc-theme-content\"><div id=\"dslc-theme-content-inner\"><p><img loading=\"lazy\" decoding=\"async\" width=\"580\" height=\"277\" src=\"http:\/\/conaldi.edu.co\/wp_ES\/wordpress\/esexual\/wp-content\/uploads\/sites\/87\/2020\/08\/MULTIPLICACI\u00d3N.png\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t<\/p>\n<h2>PROPIEDADES DE LA MULTIPLICACI\u00d3N<\/h2>\n<h4 style=\"color: #f36d21;margin-bottom: 15px;margin-top: 15px;font-size: 18px;font-family: 'open sans', sans-serif;font-style: normal\">Propiedad conmutativa<\/h4>\n<p style=\"letter-spacing: 0.5px;color: #727272;font-family: 'open sans', sans-serif;font-size: 16px;font-style: normal;font-weight: 400\">El orden de los factores no var\u00eda el producto.<\/p>\n<p style=\"letter-spacing: 0.5px;color: #727272;font-family: 'open sans', sans-serif;font-size: 16px;font-style: normal;font-weight: 400\">Vamos a ver un ejemplo de la propiedad conmutativa.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" style=\"border-width: 0px;border-style: initial;vertical-align: middle;height: 86.525px\" title=\"Propiedad conmutativa\" src=\"https:\/\/www.smartick.es\/blog\/wp-content\/uploads\/propiedad_conmutativa.png\" alt=\"distributiva\" width=\"256\" height=\"86\" \/><\/p>\n<p style=\"letter-spacing: 0.5px;color: #727272;font-family: 'open sans', sans-serif;font-size: 16px;font-style: normal;font-weight: 400\">El resultado de multiplicar 10 x 3 ser\u00e1 igual que al multiplicar 3 x 10. Aunque cambiemos el orden de los factores el resultado seguir\u00e1 siendo 30.<\/p>\n<h4 style=\"color: #f36d21;margin-bottom: 15px;margin-top: 15px;font-size: 18px;font-family: 'open sans', sans-serif;font-style: normal\">Propiedad asociativa<\/h4>\n<p style=\"letter-spacing: 0.5px;color: #727272;font-family: 'open sans', sans-serif;font-size: 16px;font-style: normal;font-weight: 400\">El modo de agrupar los factores no var\u00eda el resultado de la multiplicaci\u00f3n.<\/p>\n<p style=\"letter-spacing: 0.5px;color: #727272;font-family: 'open sans', sans-serif;font-size: 16px;font-style: normal;font-weight: 400\">Pongamos un ejemplo de la propiedad asociativa de la multiplicaci\u00f3n.<\/p>\n<p style=\"letter-spacing: 0.5px;color: #727272;font-family: 'open sans', sans-serif;font-size: 16px;font-style: normal;font-weight: 400\"><img loading=\"lazy\" decoding=\"async\" style=\"border-width: 0px;border-style: initial;vertical-align: middle;height: 113.275px\" title=\"Propiedad asociativa\" src=\"https:\/\/www.smartick.es\/blog\/wp-content\/uploads\/propiedad_asociativa.png\" alt=\"distributiva\" width=\"365\" height=\"113\" \/><\/p>\n<p style=\"letter-spacing: 0.5px;color: #727272;font-family: 'open sans', sans-serif;font-size: 16px;font-style: normal;font-weight: 400\">En este caso, como mostramos en la imagen, nos dar\u00e1 el mismo resultado si multiplicamos 3 x 2 y despu\u00e9s lo multiplicamos por 5, que si multiplicamos 2 x 5 y despu\u00e9s lo multiplicamos por 3.<\/p>\n<h4 style=\"color: #f36d21;margin-bottom: 15px;margin-top: 15px;font-size: 18px;font-family: 'open sans', sans-serif;font-style: normal\">Elemento neutro<\/h4>\n<p style=\"letter-spacing: 0.5px;color: #727272;font-family: 'open sans', sans-serif;font-size: 16px;font-style: normal;font-weight: 400\">El 1 es el elemento neutro de la multiplicaci\u00f3n porque todo n\u00famero multiplicado por \u00e9l da el mismo n\u00famero.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" style=\"border-width: 0px;border-style: initial;vertical-align: middle;height: 105.325px\" title=\"Elemento neutro\" src=\"https:\/\/www.smartick.es\/blog\/wp-content\/uploads\/elemento_neutro.png\" alt=\"distributiva\" width=\"154\" height=\"106\" \/><\/p>\n<p style=\"letter-spacing: 0.5px;color: #727272;font-family: 'open sans', sans-serif;font-size: 16px;font-style: normal;font-weight: 400\">En el ejemplo que os mostramos en la imagen, vemos que si multiplicamos 5 o 7 por la unidad, nos da como resultado 5 o 7. Por lo tanto cualquier n\u00famero que multipliquemos por 1, nos dar\u00e1 como resultado el mismo n\u00famero.<\/p>\n<h2>MULTIPLICACI\u00d3N POR UNA CIFRA<\/h2>\n<p>\t\thttps:\/\/www.youtube.com\/watch?v=RZj2JNlJSy0<\/p>\n<p><img decoding=\"async\" style=\"font-family: inherit;font-style: inherit;font-weight: inherit\" src=\"https:\/\/sites.google.com\/site\/matematicasencuarto\/_\/rsrc\/1478812237515\/tema-3\/multiplicaci%C3%B3n%20por%20una%20cifra.png\" alt=\"TEMA 3: LA MULTIPLICACI\u00d3N - Matem\u00e1ticas 4\u00ba\" \/><\/p>\n<h2>EJERCICIOS<\/h2>\n<p>\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"360\" height=\"345\" src=\"http:\/\/conaldi.edu.co\/wp_ES\/wordpress\/esexual\/wp-content\/uploads\/sites\/87\/2020\/08\/multiplicaci\u00f3n-por-una-cifra-2.jpg\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t<\/p>\n<p><img decoding=\"async\" style=\"font-family: inherit;font-style: inherit;font-weight: inherit\" 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alt=\"\" \/><\/p>\n<h2>MULTIPLICACI\u00d3N POR DOS CIFRAS<\/h2>\n<p>\t\thttps:\/\/www.youtube.com\/watch?v=7_OlAWCRs_Y<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/3.bp.blogspot.com\/-XoomwwAbqrk\/UmD0AhyKDBI\/AAAAAAAABhA\/JVxvLHj0Cd8\/s1600\/multiplicaci%2525f3n+por+dos+cifras.png\" alt=\"Problemas de multiplicaciones de dos cifras\" \/><\/p>\n<h2>EJERCICIOS<\/h2>\n<p>\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"559\" height=\"523\" src=\"http:\/\/conaldi.edu.co\/wp_ES\/wordpress\/esexual\/wp-content\/uploads\/sites\/87\/2020\/08\/multiplicar-por-dos-cifras-2.jpg\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t<\/p>\n<p><img decoding=\"async\" style=\"font-family: inherit;font-style: inherit;font-weight: inherit\" 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alt=\"\" \/><\/p>\n<h2>PRACTICA Y APRENDE EN EL SIGUIENTE ENLACE...<\/h2>\n<p>L.<a style=\"font-size: 15px\" href=\"https:\/\/aprende.colombiaaprende.edu.co\/sites\/default\/files\/naspublic\/ContenidosAprender\/G_3\/M\/menu_M_G03_U01_L03\/index.html\">https:\/\/aprende.colombiaaprende.edu.co\/sites\/default\/files\/naspublic\/ContenidosAprender\/G_3\/M\/menu_M_G03_U01_L03\/index.html<\/a><\/p>\n<\/div><\/div>","protected":false},"excerpt":{"rendered":"<p>PROPIEDADES DE LA MULTIPLICACI\u00d3N Propiedad conmutativa El orden de los factores no var\u00eda el producto. Vamos a ver un ejemplo&hellip;<\/p>\n","protected":false},"author":87,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"footnotes":""},"class_list":["post-181","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/conaldi.edu.co\/wp_ES\/wordpress\/esexual\/wp-json\/wp\/v2\/pages\/181","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/conaldi.edu.co\/wp_ES\/wordpress\/esexual\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/conaldi.edu.co\/wp_ES\/wordpress\/esexual\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/conaldi.edu.co\/wp_ES\/wordpress\/esexual\/wp-json\/wp\/v2\/users\/87"}],"replies":[{"embeddable":true,"href":"https:\/\/conaldi.edu.co\/wp_ES\/wordpress\/esexual\/wp-json\/wp\/v2\/comments?post=181"}],"version-history":[{"count":18,"href":"https:\/\/conaldi.edu.co\/wp_ES\/wordpress\/esexual\/wp-json\/wp\/v2\/pages\/181\/revisions"}],"predecessor-version":[{"id":804,"href":"https:\/\/conaldi.edu.co\/wp_ES\/wordpress\/esexual\/wp-json\/wp\/v2\/pages\/181\/revisions\/804"}],"wp:attachment":[{"href":"https:\/\/conaldi.edu.co\/wp_ES\/wordpress\/esexual\/wp-json\/wp\/v2\/media?parent=181"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}