A U-tube of uniform cross-section shown in figure is partially filled with liquid Igt Another liquid II which does not mix with I is poured into one side. The liquid levels of the two sides is found the same, while the level of liquid I has risen by 2 cm. If the specific gravity of liquid I is 1.1, then specific gravity of liquid II must be

A U-tube of uniform cross section (see figure) is partially filled with a liquid I. Another liquid II which does not mix with liquid I is poured into one side. It is found that the liquid levels of the two sides of the tube are the same, while the level of liquid I has risen by 2cm. If the specific gravity of liquid I is 1.1, the specific gravity of liquid II must be

If S_(1) is the specific gravity of a solid with respect to a liqid and S_(2) is the specific gravity of the liquid with respect to water, then the specific gravity of the solid with respect to water is

The U-tube shown has uniform cross-section A liquid is filled in the two arms up to height h_(1) and h_(2) and then the liquid is allowed to move neglect viscosity and surface tension. When the levels equalize in the two arms, the liquid will

A V-shaped glass tube of uniform cross section is kept in a vertical plane as shown. A liquid is poured in the tube. In equilibrum the level of liquid in both limds of tube. Find the angular frequency of small oscillation of liquid.

A U-tube contains water and liquid separated by mercury. The mercury columns in the two arms are in level with 10cm of water in one arm and 5cm of liquid in the other. What is the specific gravity of liquid?

Fig, shows a U-tube of uniform cross-sectional area A accelerated with acceleration a as shown. If d is the seperation between the limbs. Then the difference in the levels of the liquid in the U-tube is

A U-tube is partially filled with mercury. Some water is poured in its one arm and a liquid in the other arm so that the level of mercury in both arms is same. What is the ratio of lengths of water and liquid in the two arms of the U-tube? Density of water = 1000 kg m^(-3) and density of liquid = 900 kg m^(-3)

Calculate the velocity with which the liquid gushes out of the 4cm^(2) outlet, if the liquid flowing in the tube is water and liquid in U tube has a specific gravity 12 . Velocity of liquid at point A is sqrt(20.2)m//s