A uniform rope of mass `m` and length `L` hangs from a celling. (a) Show that the speed of a transverse wave on the rope is a function of `y`, the distance from the lower end, and is given by `t = 2sqrt(L//g)`.

A uniform rope of mass 0.1 kg and length 2.5 m hangs from ceiling. The speed of transverse wave in the rope at upper end at a point 0.5 m distance from lower end will be

A uniform rope of mass 0.1 kg and length 2.45 m hangs from a ceiling. (a) Find the speed of transverse wave in the rope at a point 0.5 m distant from the lower end. (b) Calculate the time taken by a transverse wave to travel the full length of the rope.

A uniform rope of mass 0.1 kg and length 2.45 m hangs from a ceiling. (a) Find the speed of transverse wave in the rope at a point 0.5 m distant from the lower end. (b) Calculate the time taken by a transverse wave to travel the full length of the rope.

A uniform rope of mass M=0.1kg and length L=10m hangs from the celling. [g=10m//s^(2)] :-

A uniform rope of mass M=0.1kg and length L=10m hangs from the celling. [g=10m//s^(2)] :-