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SSC CGL 2025 First Shift 📅 17 Sep, 2025

If the height of a cone is tripled and the radius is halved, how does the volume change?

A
Doubles
B
Becomes three-fourths of the original
C
Becomes one-third of the original
D
Remains unchanged
Result Summary
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APEDIA

SSC CGL
2025 • 17 Sep, 2025 • First Shift
If the height of a cone is tripled and the radius is halved, how does the volume change?
Correct Answer
Becomes three-fourths of the original
New Volume = (1/3)π(r/2)²(3h) = (3/4) * (1/3)πr²h = 3/4 of original.[span_62](start_span)[span_62](end_span)...
💡 Analysis & Explanation
Introduction
New Volume = (1/3)π(r/2)²(3h) = (3/4) * (1/3)πr²h = 3/4 of original.[span_62](start_span)[span_62](end_span)