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The capillary rise of water in the glass tube is given by

A$h=\frac{2\sigma cos\theta}{\omega d}$

B$h=\frac{3\sigma cos\theta}{\omega d}$

C$h=\frac{4\sigma cos\theta}{\omega d}$

D$h=\frac{6\sigma cos\theta}{\omega d}$

Answer:

C. $h=\frac{4\sigma cos\theta}{\omega d}$

Read Explanation:

The capillary rise of water in a glass tube depends on the surface tension, angle of contact, tube diameter, and specific weight. The formula for the capillary rise is,h=4σcosθωdh=\frac{4\sigma cos\theta}{\omega d}


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