The diagram represents the applied force per unit area `(F)` with the strain `(X)` produced in a thin wire of uniform

cross-section in the curve shown. The region in which the wire behaves like a viscous liquid is

The diagram represents the applied force F per unit area with the corresponding change in length x per unit length produced in a thin wire of uniform Cross section. The region in which the material acts like a viscous liquid is

The graph is drawn between the applied force F and the strain (X) for a thin uniform wire. The wire behaves as a viscous liquid is

Magnetic field strength at the centre of regular pentagon made of a conducting wire of uniform cross section area as shown in figure is:

Magnetic field strength at the centre of regular pentagon made of a conducting wire of uniform cross section area as shown in figure is:

When a force of 100 N is applied on a wire of uniform cross-section as shown in figure then length of wire is increased by 1 mm. Energy stored in the wire will be

If x longitudinal strain is produced in a wire of Young's modulus y, then energy stored in the material of the wire per unit volume is

Braking froce per unit area of cross section of a wire is called

Calculate the strain energy per unit volume in a brass wire of length 3 m and area of cross-section 0.6 kg wt is applied to its free end.

If x is the strain produced in a wire having the Young's modulus Y, then the strain energy per unit volume is