Transverse waves are generated in two uniform steel wires `A and B` by attaching their free ends to a fork of frequency `500 Hz`. The diameter of wire `A` is half that `B` and tension in wire `A` is half the tension in wire `B`. What is the ratio of velocities of waves in `A and B`?

Transverse waves are generated in two steel wires A and B by attaching their free ends to a vibrating source of frequency 500 Hz. The diameter of A is half that of B and tension on B is double that on A. What is the ratio of the velocities of waves in wires A and B?

Transverse waves are generated in two uniform wires A and B of the same material by attaching their free ends to a vibrating source of frequency 200 Hz. The Area of cross section of A is half that of B while tension on A is twice than on B. The ratio of wavelengths of the transverse waves in A and B is

Transverse waves are generated in two uniform wires A and B of the same material by attaching their free ends to a vibrating source of frequency 200 Hz. The Area of cross section of A is half that of B while tension on A is twice than on B. The ratio of wavelengths of the transverse waves in A and B is

Transverse waves are generated in two uniform wires A and B of the same material by attaching their free ends to a vibrating source of frequency 200Hz . The cross sectional area of A is half that of B while the tension on A is twice that on B. The ratio of the wavelengths of the transverse waves in A and B is

Transverse waves are generated in two uniform wires A and B of the same material by attaching their free ends to a vibrating source of frequency 200 Hz. The cross section of A is twice that of B. The ratio of wavelength of the transverse waves in A and B is

Transverse waves of same frequency are generated in two steel wires A and B . The diameter of A is twice of B and the tension in A is half that in B. The ratio of velocities of wave in A and B is