Question:hard

Steel cylinders are made so that each one has a large and small hole through the middle. In the drawing six cylinders have been stacked on top of each other. To stop the cylinders from rolling on the smooth floor they are wedged by heavy blocks at each side of the bottom row. If the heavy blocks are removed, what would be the position of the cylinder when they stopped rolling?

Four possible resting positions are marked below the stack: A and B lie off to one side, C lies at the centre directly beneath the original stack, and D lies off to the other side.

A    B     C     D

Show Hint

With both end supports removed at the same time, the stack loses balance symmetrically and settles straight down under its own centre, not to one side.
Updated On: Jul 14, 2026
  • A
  • B
  • C
  • D
Show Solution

The Correct Option is C

Solution and Explanation

Symmetric loss of support (both wedges removed together) makes the pile sink straight down under its centre of gravity, matching position C.

Final Answer: C, option (3).
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