A capillary tube is dipped in a liquid. Let pressure at point `A,B` and `C` be `p_(A)p_(B)` and `p_(C)` respectively, then

Two points A and B are at same depth in arest liquid . Then pressure on them P_(A)…….P_(B) .

A capillary tube is dipped in water as shown in the figure. If P_0 is the atmospheric pressure, P_A and P_B are pressure at A and B respectively then

Figure shows a capillary tube C dipped in a liquid that wets it. The liquid rises to a point A . If we blow air through the horizontal tube H , what will happen to the liquid column in the capillary tube?

Figure shows a capillary tube C dipped in a liquid that wets it. The liquid rises to a point A . If we blow air through the horizontal tube H , what will happen to the liquid column in the capillary tube?

The figure shows a capillary tube of radius r dipped into water. The atmospheric pressure is p_0 and the capillary rise of water is h. the surface tension for water-glass is s The pressure inside water at the point A (lowest point of the ineniscus) is

Capillary tubes of length l and 2l are connected in series, their radii are r and 2r respectively. If stream line flow is maintained and pressure difference across first and second capillary tubes are P_(1) and P_(2) respectively then find the ratio (P_(1))/(P_(2)) .