At Fixed End

A wave frequency 100 Hz travels along a string towards its fixed end . When this wave travels back after reflection , a node is formed at a distance of 10 cm from the fixed end . The speed of the wave (incident and reflected) is

Four pieces of string of length L are joined end to end to make a long string of length 4L. The linear mass density of the strings are mu,4mu,9mu and 16mu , respectively. One end of the combined string is tied to a fixed support and a transverse wave has been generated at the other end having frequency f (ignore any reflection and absorption). string has been stretched under a tension F . Find the time taken by wave to reach from source end to fixed end.

A pulse of a wave train travel s along a stretched string and reaches the fixed end of the string and reaches the fixed end of the string.it will be reflected back with

In (Q. 27.) the distance of plucking poing from the fixed end is

A wave on a stretched string is reflected from a fixed end P of the string. The phase difference, at P, between the incident and reflected waves is

A pulse of a wavetrain travels along a stretched string and reaches the fixed end of the string. It will be reflected back with

om the above problem , shape of the wave at time t = 3 s if . O is a fixed end will be

A thin rod MN free to rotation in the vertical plane about the fixed end N is held horizontal when the end M is released the speed of this end when the rod makes an angle alpha with the horizontal will be proportional to : (see figure)