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Weight of A is thrice that of B. Weight of B is twice of C. Weight of C is 4 times of E. Weight of E is twice of D. The weight of B is greater than the weight of how many persons among A, C, D and E?

Weight of A is thrice that of B. Weight of B is twice of C. Weight of C is 4 times of E. Weight of E is twice of D. The weight of B is greater than the weight of how many persons among A, C, D and E? Correct Answer 3

Weight of A is thrice that of B → A = 3B

Weight of B is twice of C → B = 2C

Weight of C is 4 times that of E → C = 4E

Weight of E is twice of D → E = 4D

Let the weight of D = x;

Then, E = 4x; C = 16x; B = 32x and A = 96x.

Hence, Weight of B is greater than 3 people.

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