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Water rises in a vertical capillary tube up to a length of 10 cm. If the tube is inclined at `45^@`, the length of water risen in the tube will beA. 10 cmB. `10sqrt(2)cm`C. `5sqrt(2) cm`D. 20 cm |
Answer» Correct Answer - B When capillary tube is tilled through an angle `theta`, then length of water risen in capallary. `l=h/(cos theta)` Here, `h=10 cm, theta=45^(@)` `l=10/(cos 45^(@)) =10 sqrt(2)` |
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