Categories > rotational-motion > rolling on incline plane > Solid cylinders of radii ${{r}_{1}},\,{{r}_{2}}$ and ${{r}_{3}}$ roll down an inclined plane from the same place simultaneously. If ${{r}_{1}}>{{r}_{2}}>{{r}_{3}}$, which one would reach the bottom first

rotational-motion

Question: Solid cylinders of radii ${{r}_{1}},\,{{r}_{2}}$ and ${{r}_{3}}$ roll down an inclined plane from the same place simultaneously. If ${{r}_{1}}>{{r}_{2}}>{{r}_{3}}$, which one would reach the bottom first


1) Cylinder of radius ${{r}_{1}}$
2) Cylinder of radius ${{r}_{2}}$
3) Cylinder of radius ${{r}_{3}}$
4) All the three cylinders simultaneously
Solution: Explanation: No Explanation
rolling on incline plane

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