A solid cone is cut perpendicularly from the middle. If the height and volume of the whole solid cone before cut was 4√3 cm and 64√3 cm3 respectively, then find the total surface area of one of the cut portion. [Use π = 3]

A solid cone is cut perpendicularly from the middle. If the height and

1.	A solid cone is cut perpendicularly from the middle. If the height and volume of the whole solid cone before cut was 4√3 cm and 64√3 cm3 respectively, then find the total surface area of one of the cut portion. [Use π = 3]
A.	19√3(4√3 + 1) cm2
B.	16√3(3√3 + 1) cm2
C.	18√3(5√3 – 2) cm2
D.	16(3√3 + 1) cm2
E.	None of these
Answer» C. 18√3(5√3 – 2) cm2

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A solid cone is cut perpendicularly from the middle. If the height and volume of the whole solid cone before cut was 4√3 cm and 64√3 cm3 respectively, then find the total surface area of one of the cut portion. [Use π = 3]

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