+3 votes
in JEE by kratos

The diameter of one of the bases of a truncated cone is 100 mm. If the diameter of this base is increased by 21% such that it still *** a truncated cone with the height and the other base unchanged, the volume also increases by 21%. The radius of the other base (in mm) is-

(A) 65

(B) 55

(C) 45

(D) 35

1 Answer

+5 votes
by kratos
 
Best answer

Correct option (B) 55

Explanation:

Let initially 2 bases have radii 5 cm and r cm.

Finally base have radii (1.21 × 5) and r

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