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A right circular cone is divided into 3 portions A, B, and C by planes parallel to the base. The height of each portion is h and the base radius of the cone A is r units. Cone A is at the vertex of the big cone. Determine the 'ratio of the volume of A to that of B.- a) 1:8 b) 1:9 c), 1:7 d) 1:10

A right circular cone is divided into 3 portions A, B, and C by planes parallel to the base. The height of each portion is h and the base radius of the cone A is r units. Cone A is at the vertex of the big cone. Determine the 'ratio of the volume of A to that of B.- a) 1:8 b) 1:9 c), 1:7 d) 1:10

Structural Analysis
Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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A right circular cone is divided into 3 portions A, B, and C by planes parallel to the base. The height of each portion is h and the base radius of the cone A is r units. Cone A is at the vertex of the big cone. Determine the ratio of the. volume of A to that of B.- a) 1:8. b) 1:9 c). 1:7 d) 1:10
Transcribed Image Text:A right circular cone is divided into 3 portions A, B, and C by planes parallel to the base. The height of each portion is h and the base radius of the cone A is r units. Cone A is at the vertex of the big cone. Determine the ratio of the. volume of A to that of B.- a) 1:8. b) 1:9 c). 1:7 d) 1:10
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