Math, asked by omeir5936, 10 months ago

The height of a right circular cone and the radius of its circular base are respectively 9 cm and 3 cm. The cone is cut by a plane parallel to its base so as to divide it into two parts. The volume of the frustum (i.E., the lower part) of the cone is 44 cubic cm. The radius of the upper circular surface of the frustum (takep = is?

Answers

Answered by Anirudhbhardwaj01

Step-by-step explanation:

The height of a right circular cone and the radius of its circular base are respectively 9cm and 3 cm. The cone is cut by a plane parallel to its base so as to divide it into two parts. The volume of the frustum (i.e., the lower part) of the cone is 44 cubic cm.

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