miércoles, 30 de octubre de 2019

Construcción de figuras



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6V2Zq33SfSR+tzNbVO5VT7oanpbV3ezV/iW2WTbFNWs3Slmjlbx5pxB5HNOIPQV2iuJ8PFcsV2/dDOWnLAogqogIgooghrPNSew7ulByAstOp8gfRVn+7x90LUeGZXyAgICDxzgBeSAOMnAJO3kiJmcQ1a1svKWFxiphJW1GrcqYZ4B/E/UPzXKbsR43e630NUxqrnTH2qJW2raP8TK2ggP2FMc6cjkc/UPgs4rq8uvc6ez7Y1SzrIyepqLGGJufrMrvKlJ5S44rdNEQ8t3qrlzzOy1W3n/AORVBQEBAQQwfWkP4rvk1qCZBDH5x/qaf6oJkBAQFVFN4HhF4uOrjVwRMxvEqGvyUgkfu1OX0lRxTU5zD/uGohcarUeYe231tURirePt5FbtqWfhVwtr6cfbU/k1AHK5h1/BTNdHnd17XT3/AGTplslh5VUdfhTzDdB9aGT6OYetpx+S6U3KZeW70l23vjK6W3mwKwPmWRrGlzyGtGJc64AespG8pMvWuBF4N4OII1KK9QQ1nmpPYd3Sg5AWGnU+QPoqz/d4+6FuGZXyDGqql8ZAZTzzDjdEacAdB3SRpQQf4hLsVX/yof8A3p8ikymtmoYI8xpoyDuufVGJzZizVTMEL3HOff0asL1YnETstNMTVEfDSLPtB9skmuqKh92uhp9zgYOh4Lw53yC89NMV+6p9e5V6eP8A50f58tus9kdK3Mgopo28jRAD88/Fd6bdMeHy7l+5XP8ATK387Z6nsfGtaY5cs5N/O2eo7Hxq6Y5Mzwb9ds1T2PjU0xyZN+u2ap7Hxq6Y5Mm/nbPU9j400xyZN/O2ep7Hxpp+zJv52z1PY+NNP2ZN/O2ep7HxppjkyigrXeX/AJeo+sf+zyD8aaY5Mpd/O2ap7Hxpp+zKJta7dHf5eo+qMPob9Z/GmmOTKTfztnqex8aaY5MvRWu2ep7Hxppjkyb+ds1T2PjTT9mTfztmqex8aaY5Mm/XbNU9j400xyZN/O2ap7Hxpp+zJv52zVHY+NNP2ZN/O2ep7HxqaY5MzKoteyqer8qWjqGyDFs0e4xyNPKHB6xVZpl6rPV3qJxG6ipsqayknbRxVIqI3eSX1IBkgBF2e98RcCBrxuXKn+KoiJy9t63TctTXVTpl+hWTacxgjvgnqSBm75hNKIpbsN0Znytdcderj4xiu8zMy+RjCasqJJWOY6irLjdf5VCdRB45uhInBMZZtJUOfeHQTQgat0NOQegbm9353KKyUENZ5qT2Hd0qjkBc2nU+QPoqz/d4+6FuGZXyAgpsq21EkAhpGuMkrgxz2u3PMYPKec+45pIGaMNbl2s6YnNTnXnGyWyonT00G/Y/poy0kOxukjwD2n8welSvEVTp+SmP5jPljW5kjR13lSxZko+rPD9FMDyhw1rz1Woqe611ly3t5jhr01j2rZ2NPIy0acfZS/RVIHQ7U7/7Bc8XKft6dfTX9qo0z/p9WflXTyv3KYPpajjhqBmOv/C7U5Wm7HiXG70VdMZp3j6XoN+IxHKuu0+HjmMPVd0EBRRARBBDT65Pb/8AFpQTIIWecf6h/dBMruCgICKJuggjqJ2RNLpHNY0a3OIA/NSZiPLdFFVU/wAw152VLqhxjsqmkrH6jJ5unb63nX8Fym7M7Uw9tPRU0xm7OP8AtkwZHVdZ5Vq1ZDNe9KO+NnqdJrPwTt11e6Wp6qza2tU5nmW0WbYNLSRmKngjjYRc64C9wOBvOsrtTTFGNLxXb9d2f6l8W3TvbSGOlDhm5gzY8HbmHDPDOnNBXW3Masy89UTjZJYIG5OzW1DGZ7iwVJJfdhiLzeG333A4pc8lGflYrm2IIazzUnsO7pQcgLDTqfIH0VZ/u8fdC3DMr5AQEBAQEGBa1i01azMqoY5W8WcPKHqOsFZmmJ8w7Wr9ducxLVJ8jqyiOdZNWXM170rPpGepjxiPj81y7dUeyXsjqrV7a7GJ5hjR5VGBwitSnkopNQe7y6d3svGr4qxdxtVCV9HFUZtzlsMEzZGh0bmvadTmkELpExPh4aqKqfMJFpnYUQQEEMeEjxyhrv7f2CCZBDBi6Q/izfkB+5QTICAgK5wefLDtK04KRufUSsjb+IgE+ocaxVXEeXa1YruTimFLHbFbaBzbLpS2M/6urvZH62s1uXPuVVbUw9lPTWrW92rfhY0WQLJHCW1J5K6TXubvIpmnojGv4/JWLXzVOWa+uxtapw2+np2RNDImNYwYBrQGj8l2imIeGquqZ3nKRGRAVBAUBBFWeak9h3dKDj9ZadT5A+irP93j7oWoZlfICAgICAgIgioqmmjmaWSsY9hwLXgOHyUmIny1RcqonNMtQrcgWxuMtlVEtFJrMY+kpnHpY7V8MOhcptTHte6jrdW12M/9q+S2a2g8m1aUmPa6S+SK7lczW1TXVT5hqemtXt7M78SurOtOCqbn08rJG/hIvHrGsLpTXE+HjuWK7c4qhmLTiIIX4SNPKC35YhBNeioaP6gP3r3/API3j8rkRMgIKq1soaWjwmkGecGxM8uUnkDRisVXIh6rXSXLm8RswYv8VtH+HibZ9Oftpxn1BH4Y9Tfiuequrw9Ojp7HunVP+lzY+QtJTvEs+6VlTr3apOfcfws+q3+vSt02ojed3G51tcxin+Y+m0NAAuGA5BgF1eKZmfImINvkQEBAQEBAQQ1nmpPYd3Sg5AWGnU+QPoqz/d4+6FuPDMr5AQEBAQEBAQEBEHC/A4jpSftqKpjw1e18haOd5lgz6Oo17tSnc7z+Jmo/1XKq1E7xs9lvra6YxVvCmmba1neejbaFOPtYBmVIH4manfBZzVT53ddPT396f5lm2RlHS1mEUgEgwdE/yJQeMFpW6bkS4XekuW/jKwq8G53G053y1/letvLv8vKp17Lh/Nc0HodrPyvTykcpsAOQBNo8tREzOyhr8raeN+5QZ9VPxQ0w3R1/SdQHSudV2PEPXa6Gur+qpxH2+YrGtW0camVtnU5+yg8upI5HP1D4LOm5V52dpuWLPtjMtksLJOioMYYg6X+aeX6SY/7zq+C6U2oh5bvV3Lu3wu1vZ5v+RAQEBAQEBAQEBBDWeak9h3dKDkBYadT5A+irP93j7oW4ZlfICAgICAgICAgICAgIKW3claK0MaiFu6cU0f0cw5PLGJ+KxVbiXotdVct7RO3DVp7KtCzn5lLVRVzNYpKlzWVWbjcGu1u+PIsaLlO8bw9Pe6e9tXGmfpGy0qx7KcU1GJJHteWsMjLogHZv0131SNV3QrNU42cbVq1VVOuraGbDkVUVlzrWq3ubr3rS3xQjoLhiVmLUz7pd6urt29rVP+ZbZZVj01EzMpYY4m/gGJ6S7WfiusURHh4rl+5c90s5achEEBFEBAQEBAQEBAQRVnmpPYd3Sg4/WWnU+QPoqz/d4+6FqGZXyAgICAgICAgICAgICAnyktSyjsqZ80kjI4XB4gDJHG6Rr45C7yRdx33a+Vemi5TFMZlymmcrveopmtlaAXC8zuAuLw43vceW44+peeeXaOFkDfiPWCpt8H0ICAgICAgICAgICAgICCGs81J7Du6UHICw06nyB9FWf7vH3VuGZXyAgICAgICAgICAgICAgx9xLpc531W/UHSdbj/RBkIMekhMd7MNzHm+UA/y+ocXQgyEBAQEBAQEBAQEBAQEBBDWeak9h3dKo5AXNp1PkD6Js/3ePurcMyvlQUQQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEVDWeak9h3dKDkBYafseTH/VyjpKGlp309U50UTI3ObuWaS0XEi92paymFnw2UOy1nY+JMmDhsodlrOx8SZMHDZQ7LWdj4kyYOGyh2Ws7HxJkwcNlDs1Z2PiTJg4bKHZazsfEmTBw2UOzVnY+JMmDhsodmrOx8SZMHDZQ7LWdj4kyYOGyh2Ws7HxJkwcNlDstZ2PiTJg4bKHZazsfEmTBw2UOy1nY+JMmDhsodmrOx8SZMHDZQ7NWdj4kyYOGyh2Ws7HxJkwcNlDstZ2PiTJg4bKHZazsfEmTBw2UOy1nY+JMmDhsodlrOx8SZMHDZQ7LWdj4kyYOGyh2as7HxJkwcNlDstZ2PiTJg4bKHZazsfEmTBw2UOy1nY+JMmDhsodlrOx8SZMHDZQ7LWdj4kyYOGyh2Ws7HxJkwcNlDstZ2PiTJg4bKHZazsfEmTBw2UOy1nY+JMmEdR/1ponMe0U1ZeWkDzPGCPvJkw/Bt9DkP5LKv/Z


ROMBO
Construir un rombo conocidos una diagonal y su lado
Pasos:
  1. Se coloca la diagonal sobre una recta r cualquiera. Se obtienen los puntos A y C.
  2. Con el lado a como radio, se trazan dos arcos desde A y C. Obtenemos los puntos D.
  3. Se unen los extremos de la diagonal (A y C) con los puntos hallados (B y D) y se obtiene el rombo.

PARALELOGRAMO TIPO
 Construir un paralelogramo tipo conocidos los lados y la altura
Pasos:
  1. Sobre una recta r cualquiera se coloca el lado AB.
  2. Se traza una perpendicular al lado AB en uno de sus extremos (por ejemplo, en B) y se lleva la altura h.
  3. Por el punto 1 se traza una paralela al lado AB. Desde los extremos A y B, se trazan dos arcos, de radio BC.
  4. Se unen los puntos ABC y D y se obtiene el paralelogramo tipo. 

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