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What is the formula to find the height of the tank consisting of a circular cylinder with a hemisphere attached on either end?(a) Radius of the cylinder + 2(height of the hemisphere)(b) Height of the cylinder + 2(height of the hemisphere)(c) Radius of the cylinder + 2(radius of the hemisphere)(d) Height of the cylinder + 2(radius of the hemisphere)The question was asked in an online quiz.This is a very interesting question from Surface Area and Volume of Combination of Solids in section Surface Area and Volumes of Mathematics – Class 10

Answer»

Right answer is (d) Height of the cylinder + 2(radius of the HEMISPHERE)

The explanation: To find the height of the tank consisting of a CIRCULAR cylinder with a hemisphere attached on either end REQUIRES the height of the cylinder and radius of the hemisphere.

Height of the tank = height of the cylinder + 2(radius of the hemisphere)



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