The extension in a string obeying Hooke's law is x. The speed of sound in the stretched string is `v`. If the extension in the string is increased to `1.5 x`, the speed of sound will be

The tension in a string, obeying Hooke's law, is x . The speed of sound in the stretched string is v . If the tension in the string is increased to 1.5x , the speed of sound will be

The extension in a string,obeying Hooke's law,is x.The speed of sound in the stretched string is V.If the extension in the string is increased to 1.5x ,the speed of sound will be = n times0.61V then find 'n' value?

The extension in a string, obeying Hooke's law is x . The speed of sound in the stretched string is V . If the extension in the string is increased to 2x then speed of sound will be

The extension in a string obeying Hooke's law is x. The speed of transverse wave in the stretched string is v. If the extension in the string is increased to 1.5x, the speed of transverse wave will be

The extension in a string, obeying Hooke’s law, is x. The speed of the wave in the stretched string is v. If the extension of string is increased to 1.5 x, then the speed of the wave in the string will be

In a given string, tension T is observed to equate to Kx, where x is the extension in the string due to tension. The speed of sound wave in a stretched string is v. If the extension in a string is increased to 1.5 x, then the speed of sound wave will be (Assume linear density does not change)

The speed of transverse wave on a stretched string is