A liquid of mss m is set into oscillations in a U-tube of cross section A. Its time period recorded is T, where `T=2pisqrt(l//2g)` , here l is the length of liquid column. If the liquid of same mass is set into oscillations in U-tube of cross-section A/16 then determine time period of oscillation.

A liquid of mass m set into oscillations in a U-tube of cross section A. Its time period recorded is T, where T = 2pisqrt((l)/(2g)) , here l is the length of liquid column. If the liquid of same mass is set into oscillaions in U-tube of cross section (A)/(16) then determine time period of oscillation.

A liquid of mass m set into oscillations in a U-tube of cross section A. Its time period recorded is T, where T = 2pisqrt((l)/(g)) , here l is the length of liquid column. If the liquid of same mass is set into oscillaions in U-tube of cross section (A)/(16) then determine time period of oscillation.

Explain the oscillation of a liquid in a U-tube. Find its time period.

Find time period of liquid column of length l in the shown tube.

Find time period of liquid column of length l in the shown tube.

Check the correctness of the relation T=2pisqrt((l)/(g)) , where T is the time period, l is the length of pendulum and g is acceleration due to gravity.

The time period of an oscillating body is given by T=2pisqrt((m)/(adg)) . What is the force equation for this body?