One end of `12.0m` long rubber tube with a total mass of `0.9kg` is fastened to a fixed support. A cord attached to the other end passes over a pulley and support an object with a mass of `5.0kg`. The tube is struck a transverse blow at one end. Find the time required for the pulse to reach the other end.`(g=9.8m//s^(2))`

One end of 12.0 m long rubber tube with a total mass of 0.9 kg is fastened to a fixed support. A cord attached to the other and passes over a pulley and supports an object with a mass of 5.0 kg. The tube is struck a transverse blow at one end. Find the time required for the pulse to reach the other end (g=9.8 m//s^2)

A long rubber tube having mass 0.9 kg is fastened to a fixed support and the free end of the tube is attached to a cord which passes over a pulley and supports an object, with a mass of 5 kg as shown in figure. If the tube is struck by a transverse blow at one end, find the time required for the pulse to reach the other end.

A long rubber tube having mass 0.9kg is fastened to a fixed support and the free end of the tube is attached to a cord which passase over a pulley and supports an object, with a mass of 5 kg as shown in fig. If the tube is struck by a transvers blow at one end, the time required for the pulse to reach the 49 other end is (linear density of tube = 49/625 kg //m )

Two masses 2 kg and 3 kg are attached to the end of the string passed over a pulley fixed at the top. The tension and acceleration are

A string of length 10.0 m and mass 1.25kg stretched with a tension of 50N. If a transverse pulse is created at one end of the string, how long does it take to reach the other end ?

A uniform rope of length 20 m and mass 5 kg is hanging vertically from a rigid support. A block of mass 4 kg is attached to the free end. The wave length of the transverse wave pulse at the lower end of the rope is 0.04 m. The wavelength of the same pulse as it reaches the top is

A light string passes over a pulley. To one of it's ends 6 kg is attached. To the other end a mass of 10 kg attached. The tension in the string will be