A wire can be broken by `400kg.wt`. The load required to break the wire of double the thickness of the same material will be (in `kgwt`.)

A wire can be broken by 400 kg.wt. The load required to break the wire of double the thickness of the same material will be

A metal wire can be broken by applying a load of 45 kg wt. Then the force required to break the wire of twice the diameter and the same material is

A wire can be broken by applying a load of 15 kg wt. The force required to break the wire of the same length and material but of twice the diameter of the wire will be

A wire can be broken by applying a load of 20kg wt. Then the force required to break the wire of twice the diameter and same length, same material, is

A force of 400 kg. weight can break a wire. The force required to break a wire of double the area of cross-section will be

A force of 400 kg. weight can break a wire. The force required to break a wire of double the area of cross-section will be

A breaking force for a given wire is 'F'. The breaking force for the wire having double the thickness is

If the thickness of the wire is doubled, then the breaking force in the above question will be

The breaking stress of a wire of length L and radius r is 5 kg-wt//m^(2) . The wire of length 2l and radius 2r of the same material will have breaking stress in kg-wt//m^(2)