Two strings `A` and `B`, made of the same material, have equal lengths. 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 velocities of 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 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

Two strings A and B of equal thickness are made of the same material. The length of A is 1/3rd that of B while tensions in A is thrice that in B. Compare the velocities of the transverse wave on them.

Two metalic wires A and B are of same material and have equal length. If the cross-sectional area of B is double that of A, then which one among the following is the electrical resistance of B?

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

Two strings (1) and (2) of equal thickness are made up of the same material. The length of the first string (1) is half that of the second string (2), while tension is (1) is twice that in the string, (2). Compare the velocities of the transverse waves on them.