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Cono Tutorial

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Cono Tutorial
 Cono Definición:      Un cono es una figura tridimensional donde todos sus segmentos se unen en un único punto todos los puntos de una figura bidimensional. Cono Fórmula: Altura inclinada de Cono(l) = Sqrt(r² + h²) Volumen de un cono = (1/3)πr²h Área de la superficie curva (CSA) del Cono = πrl Superficie Total (TSA) del Cono = πr(l + r) dónde         r = radio, l = altura inclinada, h = altura Imagen Cono / Diagrama Warning: include(../tutorial-ad.txt) [function.include]: failed to open stream: No such file or directory in /home/easy/public_html/es/area/learn-cone.php on line 47 Warning: include(../tutorial-ad.txt) [function.include]: failed to open stream: No such file or directory in /home/easy/public_html/es/area/learn-cone.php on line 47 Warning: include() [function.include]: Failed opening '../tutorial-ad.txt' for inclusion (include_path='.:/usr/lib/php:/usr/local/lib/php') in /home/easy/public_html/es/area/learn-cone.php on line 47 Ejemplo Cono: Caso 1: Encuentra el volumen, la superficie curva y la superficie total de un cono con el radio dado 3 y altura 4.   Paso 1: Determinar la altura inclinada.             Altura inclinada(l) = Sqrt(r² + h²) = Sqrt(3² + 4²) = Sqrt(9 + 16) = Sqrt(25) = 5.   Paso 2: Encontrar el volumen.             Volumen = (1/3)πr²h = (1/3) * 3.14 * 3² * 4 = 0.33 * 113.04 = 37.68.   Paso 3: Encuentra el área de superficies curvas (CSA).             CSA = πrl = 3.14 * 3 * 5 = 47.1.   Paso 4: Busque el área de la superficie total (TSA).             TSA = πr(l + r) = 3.14 * 3(5 + 3) = 3.14 * 3(8) = 3.14 * 24 = 75.36. El ejemplo anterior ilustra claramente la forma de calcular el volumen, la superficie curva y Superficie Total de un cono de forma manual.