A tin man has a head that is a cylinder with a cone on top. The height of the cylinder is 12 inches and the height of the cone is 6 inches. The radius of both the cylinder and the cone is 4 inches. What is the volume of the tin man's head in terms of pi? A. 192pi inches3 B. 224 pi inches3 C. 384pi inches3 D. 912pi inches3

Answer:The answer to your question is 224 π in³Step-by-step explanation:DataCylinder                      Coneheight = 12 in              height = 6 inradius = 4 in                radius = 4 inVolume = x                 Volume = yProcess1.- Calculate the volume of the CylinderV = πr²hV =  π (4)²(12)V =  π(16)(12)V = 192 π2.- Calculate the volume of the ConeV = 1/3  πr²hV = 1/3  π(4)²(6)V = 1/3  π(16)(6)V = 96/3  πV = 32 π3.- Calculate the volume of the head Volume = 192 π + 32 πVolume = 224 π in³