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      "body": "<div class=\"text-justify\">El teorema de pitágoras, dolor de cabeza de los estudiantes cuando tienen que hallar la hipotenusa o algún cateto (lado) de un triángulo, especialmente si éste es un triángulo rectángulo. La demostración mas conocida es la llamada **DISECCIÓN DE PERIGAL**, que encontró Henry Perigal allá por 1830. Ocupado en buscar demostraciones de teoremas geométricos basadas en descomposición de figuras, encontró esta disección, que es de una elegancia y una sencillez increíbles. Perigal enunció su descubrimiento como \"Demostración mecánica por transposición de partes del teorema del Triángulo Rectángulo\".</div>\n<center>https://i.imgur.com/lLbvcTR.png</center>\n<div class=\"text-justify\">Para demostrar este teorema y enseñarlo a chicos y grandes, no hay mas que permitir que construyan su aprendizaje, trazando,recortando, armando y  jugando con un tipo de rompecabezas (tipo tangram). La clase se hace mas amena y divertida.</div>\nPara recrear la demostración se procede así:\n<center>Pasos:</center>\n<div class=\"text-justify\"> \nSe traza un triángulo rectángulo (ROJO) (El lado más largo se conoce como hipotenusa).\n\n2) Por cada lado del triángulo se traza un cuadrado de la misma medida del lado\n\n3) Se obtienen 3 cuadrados (AZUL, AMARILLO Y VERDE) respectivamente\n\n4) Se toma el triángulo y se coloca encima del cuadrado B, haciendo coincidir el lado A y B con las bases del cuadrado B y se traza la hipotenusa\n\n5) Se gira el triángulo dentro del mismo cuadrado, pero ésta vez haciendo coincidir el lado B que quede encima del trazo del lado A, y se procede a trazar nuevamente la hipotenusa (Ver gráfica)</div>\nhttps://i.imgur.com/4ENEOur.png\nSe generan cuatro(4) polígonos regulares (Verde oscuro, Verde Manzano, Fucsia y azul aguamarina); se procede a recortar cada pieza\nY como lo expone el teorema de pitágoras: El cuadrado de la hipotenusa es igual a la suma de los cuadrados de sus lados: ###https://i.imgur.com/EvNMmL9.j\nDespués de recortar las cuatro(4) piezas se superponen en el recuadro que pertenece a la hipotenusa más el cuadrado azul y queda demostrado el Teorema.\n<center/>https://i.imgur.com/wL8bJhH.png\nNOTA: se utilizó la aplicación GEOGEBRA para la construcción.",
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      "body": "De Nada!",
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      "title": "Números Primos-Lo que deben saber",
      "body": "**Un número primo** es un número natural mayor que 1, que tiene únicamente dos divisores distintos que son el 1 y el mismo número. Ejemplo: el número **3** y **2** solo se divide entre 1 y entre el mismo, es decir, la división debe dar como residuo \"0\". Ver la división.\n\n<center>https://i.imgur.com/5NTPpZD.png</center>\n\n**Nota importante:** El único número par primo es el **2**\nPasos para identificar los números primos del 1 al 100:\n**a)** Se escriben en orden creciente todos los números naturales hasta el 100.\n**b)** Se eliminan todos los números pares excepto el 2, que es el único número par primo. (AZUL)\n<center>https://i.imgur.com/xVs2NYr.png</center>\n\n**c)** Se elimina 3^2 (3 elevado a la 2, que es igual a 9) y a partir de este los números contados de 3 en 3 (NARANJA)\n<center>https://i.imgur.com/wv5QSFK.png</center>\n\n**d)** Se elimina 5^2 (5 elevado a la 2, que es igual a 25) y a partir de este los números contados de 5 en 5 o en su defecto los múltiplos de 5 (VERDE)\n\n<center>https://i.imgur.com/GyNipKu.png</center>\n\n**e)** Se eliminan 7^2 (7 elevado a la 2, que es igual a 49) y a partir de este los números contados de 7 en 7 (AMARILLO)\n<center>https://i.imgur.com/QF1byLN.png</center>\n**«Un número entero mayor que 1 se denomina número primo si sólo tiene como divisores positivos (factores) a sí mismo y a la unidad». Así que el 1 queda automáticamente excluido.**\n\nEn conclusión la tabla de números primos menores a 100 queda así:\n<center>https://i.imgur.com/FWpE0vX.png</center>\n\nESTA TABLA SE CONOCE COMO **LA CRIBA DE ERATÓSTENES**",
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      "body": "Gracias Rosmi, es muy cierto su comentario, pero al igual que usted siendo psicólogo, nosotros los docentes manejamos una gran diversidad de caracteres y en el ejercicio nos convertimos en psicólogos también. Muchísimas gracias por la bienvenida",
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      "body": "Thank you very much for the receptivity, believe me I will enjoy this trip",
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      "body": "Excelente la información enviada para crecer en Steemit. Agradecida",
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      "body": "Hello welcome to steemit!! it's really nice to have you here enjoy the platform and explore the community.....wish you all the best.",
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      "body": "bienvenida Profe! También estoy nueva en esto, excelente iniciativa ya que la matematica aunque muchos no la  queramos es la raíz de todo planteamiento bien formulado! éxitos!",
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      "body": "Thanks for the welcome. This is a means to share all my knowledge and new teaching-learning strategies on interesting and innovative issues. regards",
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      "author": "spencercoffman",
      "permlink": "re-laprofe-mi-primer-post-mateingenio-20180318t024809329z",
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      "body": "Bienvenido a Steemit! Espero que disfrutes de estar aquí tanto como yo.\n\nPuede encontrar [estos videos de YouTube](https://www.youtube.com/watch?v=IKre6s_TN-A&list=PLGsUva4ceGvHoqLxD8YCcjaC3cSkLYY-) útiles. Se crearon específicamente para ayudar a los nuevos Steemers a crecer y tener éxito en Steemit y será publicado en la cuenta @steemitvideos también.\n\n¡Todo lo mejor!\nSpencer Coffman\nMi último artículo: [Dónde publicar tus artículos](https://steemit.com/marketing/@spencercoffman/where-to-post-your-articles-to-get-more-views--spencer-coffman-1519765657-4109414)",
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      "body": "hola Magaly al igual que usted soy nuevo acá, la mejor vía es apoyarnos entre nosotros y cuente con mi apoyo desde ya, me parece interesante el tema de su escogencia, porque mis Padres al igual que tu son Docentes de Profesión y es una carrera muy linda pero lamentablemente mal pagada en nuestro país, suerte y muchos éxitos que se que los tendrás, espero igual contar con tu apoyo, saludos!!!",
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