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With what minimum speed `v` must a small ball should be pushed inside a smooth vertical tube from a height `h` so that it may reach the top of the tube? Radius of the tube is `R` . A. `sqrt(2g(h + 2R))`B. `(5)/(2)R`C. `sqrt(g(5R - 2h))`D. `sqrt(2g(2R - h))` |
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Answer» Correct Answer - D Velocity of ball to just reach the top of the tube should be given by: `0 = v^(2) - 2 gh_(0)` Here `h_(0) = (R - h)` and in critical case velocity will be zero at topmost point. Thus `v = sqrt(2g(2R - h)` |
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