The angle of contact between a glass capillary tube of length $10 c m$ and a liquid is $90^{o}$ . If the capillary tube is dipped vertically in the liquid, then the liquid

Will rise in the tube

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Will get depressed in the tube

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Will rise up to

10 c m

in the tube and will over flow

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Will neither rise nor fall in the tube

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Solution

The correct option is D Will neither rise nor fall in the tube
The right $(90^{0})$ angle of contact implies that cohesion force & adhesive forces are equal in magnitude. Hence we will observe no capillary rise in this case.

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The angle of contact between a glass capillary tube of length 10cm and a liquid is 90o. If the capillary tube is dipped vertically in the liquid, then the liquid

The correct option is D Will neither rise nor fall in the tubeThe right (900) angle of contact implies that cohesion force & adhesive forces are equal in magnitude. Hence we will observe no capillary rise in this case.

The angle of contact between a glass capillary tube of length $10 c m$ and a liquid is $90^{o}$ . If the capillary tube is dipped vertically in the liquid, then the liquid

The correct option is D Will neither rise nor fall in the tube
The right $(90^{0})$ angle of contact implies that cohesion force & adhesive forces are equal in magnitude. Hence we will observe no capillary rise in this case.