If the tension of sonometer’s wire increases four times then the fundamental frequency of the wire will increase by

The tension in a sonometer wire is increased to nine times. Then the fundamental frequency of the wire is

If tension in a sonometer wire is increased by 50% then fundamental frequency of the wire will be increased by 10 Hz. Assuming length as invariable, the frequency of the wire will be

The tension in a sonometer wire is increased by a factor of four . The fundamental frequency of vibration changes by a factor of

When the tension of a sonometer wire is increased by 25% the fundamental increases by 10 Hz. If its length is increased by 25 % what will be the new frequency?

A sonometer wire of density rho and radius r is held between two bridges at a distance L apart . Tension in the wire is T. then the fundamental frequency of the wire will be

If the tension of the wire is increased four times and its length reduced to half the original length the frequency of vibration

The frequency of a stetched unifrom wire under tension is in resonance with the fundamental frequency of closed tube. If the tension in the wire is increased by 8 N, it is in resonance with the first overtone of the closed tube. The initial tension in the wire is

The frequency of a stetched unifrom wire under tension is in resonance with the fundamental frequency of closed tube. If the tension in the wire is increased by 8 N, it is in resonance with the first overtone of the closed tube. The initial tension in the wire is

The length between two bridges of a sonometer wire is L, tension is T and the fundamental frequency is N, if the length between the bridges and tension both are doubled, explain if there is any change in fundamental frequency.