The tension of a string is inceased by `44%`. If its frequency of vibration is to remain unchanged its length must be increased by

The tension of a stretched string is increased by 69%. In order to keep its frequency of vibration constant, its length must be increased by

The tension of a stretched string is increased by 69%. In order to keep its frequency of vibration constant, its length must be increased by :

The frequency of vibration of string can be increased by

When the tension in a string is increased by 44%. the frequency increased by 10Hz the frequency of the string is

When the tension in a string is increased by 44%. the frequency increased by 10Hz the frequency of the string is

When the tension in a string is increased by 44% ,the frequency increased by 10Hz the frequency of the string is

The fundamental frequency of vibration of a stretched string is 200Hz . Find the frequency of the vibration if the tension increases four times and length is reduced to one fourth the original values