{"id":1232,"date":"2021-03-03T12:25:32","date_gmt":"2021-03-03T17:25:32","guid":{"rendered":"https:\/\/ieo.ieramonarcila.edu.co\/rsh\/?p=1232"},"modified":"2021-03-03T12:25:32","modified_gmt":"2021-03-03T17:25:32","slug":"semana-3y-4-aritmetica-septimo-clase-3-y-4-clases-de-fracciones-y-decimales","status":"publish","type":"post","link":"https:\/\/ieo.ieramonarcila.edu.co\/rsh\/semana-3y-4-aritmetica-septimo-clase-3-y-4-clases-de-fracciones-y-decimales\/","title":{"rendered":"Semana 3y 4 ARITMETICA SEPTIMO CLASE 3 Y 4 CLASES DE FRACCIONES Y DECIMALES"},"content":{"rendered":"<p>Respuestas de la actividad anterior: Graficar\u00a0 2\/3, 5\/8, 3\/6, 1\/4\u00a0 y\u00a0 4\/7<\/p>\n<p><img loading=\"lazy\" class=\"alignnone size-medium\" src=\"https:\/\/image1.slideserve.com\/2359063\/slide6-l.jpg\" width=\"1024\" height=\"768\" \/><\/p>\n<p><img src=\"https:\/\/i.ytimg.com\/vi\/UiJZwbqT06U\/maxresdefault.jpg\" \/><\/p>\n<p>CLASE DE FRACCIONES<\/p>\n<p>Las fracciones se clasifican en dos tipos,<\/p>\n<p>Las fracciones Propias: Son aquellas fracciones donde su denominador es mayor que el numerador, lo cual indica que no se toma toda la unidad.<\/p>\n<p>Ejemplo: \u00be, 2\/5, 1\/3 el cual no se toma toda la unidad.<\/p>\n<p>Las fracciones Impropias: Son aquellas fracciones donde su numerador es mayor que su denominador, lo cual indica que se toma mas de la unidad.<\/p>\n<p>Ejemplo: 6\/4, 7\/5, 3\/2 todas estas fracciones indican mas de la unidad.<\/p>\n<p>&nbsp;<\/p>\n<p>NUMEROS DECIMALES<\/p>\n<p>Es otra forma de representar los n\u00fameros fraccionarios ya que su estructura es distinta.<\/p>\n<p><img loading=\"lazy\" class=\"alignnone \" src=\"data:image\/png;base64,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\" width=\"330\" height=\"189\" \/><\/p>\n<p>Transformar 25\/4 en n\u00famero decimal<\/p>\n<p><img loading=\"lazy\" class=\"alignnone \" src=\"data:image\/png;base64,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\" width=\"340\" height=\"218\" \/><\/p>\n<p>N\u00famero Decimal Resultante 6,25 que es decimal finito<\/p>\n<p>Ejercicio en clase<\/p>\n<ul>\n<li>Investigue los n\u00fameros pi( ) y el n\u00famero de euler (e) e indique que tipo de fraccionarios son.<\/li>\n<\/ul>\n<p><b>Representar los n\u00fameros decimales en la recta\u00a0num\u00e9rica<\/b><\/p>\n<p>&nbsp;<\/p>\n<p>Para la representaci\u00f3n la parte decimal en la recta empezamos con las decimas para lo cual dividimos la unidad en diez y tomamos lo necesario.<\/p>\n<p>Ejemplo:<\/p>\n<p>&nbsp;<\/p>\n<p>Representar en la recta el 0,5<\/p>\n<p>Se divide o parte la primer unidad que va de 0 a 1 en 10 pedazos y se tomaron 5, indicando la parte decimal.<\/p>\n<p>Graficar 1,9 se toma la primer unidad, y de la segunda unidad se divide en diez y toma 9.<\/p>\n<p>Graficar -0,6 se toma la primer unidad del lado izquierdo se divide en 10 y se toman 6<\/p>\n<p>&nbsp;<\/p>\n<p><img loading=\"lazy\" class=\"alignnone size-medium\" src=\"https:\/\/i.ytimg.com\/vi\/VFmrAo03DlA\/maxresdefault.jpg\" width=\"1280\" height=\"720\" \/><\/p>\n<p style=\"text-align: center;\"><strong>FIN DE LA CLASE<\/strong><\/p>\n<p>&nbsp;<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Respuestas de la actividad anterior: Graficar\u00a0 2\/3, 5\/8, 3\/6, 1\/4\u00a0 y\u00a0 4\/7 CLASE DE FRACCIONES Las fracciones se clasifican en &hellip; <\/p>\n","protected":false},"author":56,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[4],"tags":[],"_links":{"self":[{"href":"https:\/\/ieo.ieramonarcila.edu.co\/rsh\/wp-json\/wp\/v2\/posts\/1232"}],"collection":[{"href":"https:\/\/ieo.ieramonarcila.edu.co\/rsh\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/ieo.ieramonarcila.edu.co\/rsh\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/ieo.ieramonarcila.edu.co\/rsh\/wp-json\/wp\/v2\/users\/56"}],"replies":[{"embeddable":true,"href":"https:\/\/ieo.ieramonarcila.edu.co\/rsh\/wp-json\/wp\/v2\/comments?post=1232"}],"version-history":[{"count":1,"href":"https:\/\/ieo.ieramonarcila.edu.co\/rsh\/wp-json\/wp\/v2\/posts\/1232\/revisions"}],"predecessor-version":[{"id":1233,"href":"https:\/\/ieo.ieramonarcila.edu.co\/rsh\/wp-json\/wp\/v2\/posts\/1232\/revisions\/1233"}],"wp:attachment":[{"href":"https:\/\/ieo.ieramonarcila.edu.co\/rsh\/wp-json\/wp\/v2\/media?parent=1232"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/ieo.ieramonarcila.edu.co\/rsh\/wp-json\/wp\/v2\/categories?post=1232"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/ieo.ieramonarcila.edu.co\/rsh\/wp-json\/wp\/v2\/tags?post=1232"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}