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it is necessary to manufacture a boiler, composed of a cylinder and two funds hemispherical, with walls of uniform thickness, and for a given volume V. Calculate the dimensions of the boiler which can be built with the least amount of material. r = cubic sqrt of ( 3v/4pi)
V = 2pir2H + 4/3pir3
Cylinder and sphere i cant find out how to link the equations
V = 2pir2H + 4/3pir3
Cylinder and sphere i cant find out how to link the equations