The temperature of a mono-atomic gas in an uniform container of length `L` varies linearly from `T_(0)"to"T_(L)` as shown in the figure. If the molecular weight of the gas is M, then the time taken by a wave pulse in traveling from end A to end B is

The block of mass m_(0)=muL is attached to a uniform string of mass M=muL and length L as shown in the figure. If a wave pulse is produced near the block, then the time it taken to reach the ceiling is

The block of mass m_(0)=muL is attached to a uniform string of mass M=muL and length L as shown in the figure. If a wave pulse is produced near the block, then the time it taken to reach the ceiling is

The mass of an uniform ladder of length l increases uniformly from one end A to the other end B, find the position of the centre of mass from end A.

A cylindrical tube of cross sectional area A and length L is filled with an ideal gas. Temperature of the gas varies linearly from T_(0) at one end to 2 T_(0) at the other end. Calculate the number of mole of the gas in the tube assuming pressure to be uniform throughout equal to P.

A uniform tube of volume V contains an ideal monatomic gas at a uniform pressure P the temperature of the gas varies linearly along te length of the tube ad T and 2 T are the temperature at the ends.

A uniform tube of volume V contains an ideal monatomic gas at a uniform pressure P the temperature of the gas varies linearly along te length of the tube ad T and 2 T are the temperature at the ends.

A wave pulse starts propagating in +x-direction along a non-uniform wire of length L witdt mass per unit length given mu=m_(0)+alpha x and under tension of TN. Find the time taken by the pulse to travel from the lighter end (x = 0) to the heavier end.