A catapult consists of two parallel rubber cords each of length `20cm` and cross-sectional area `5cm^(2)`. When stretched by `8cm`, it can throw a stone of mass `4gm` to a vertical height `5m`, the Young's modulus of elasticity of rubber is `[g = 10m//sec^(2)]`

A catapult consists of two parallel rubber strings, each of lengths 10cm and cross sectional area 10mm^2 .When stretched by 5cm, if can throw a stone of mass 100g to a vertical height of 25m. Determine Young’s modulus of elasticity of rubber.

A catapult consists of two parallel rubber strings each of lengths, 10 cm and cross sectional area 10mm^(2) . When stretched by 5 cm , it can throw a stone of mass 10 gm to a vertical height of 25 m . Determine Young's modulus of elasticity of rubber.

A catapult consists of two parallel rubber strlings each of lengths, 10 cm and cross sectional area 10mm^(2) . Wen struetched by 5 cm , it can throw a stone of mass 10 gm to a vertical height of 25 m . Determine Young's modulus of elasticity of rubber.

An iron rod of length 2 m and cross-sectional area of 50 mm^(2) is stretched by 0.5 mm, when a mass of 250 Kg is hung from its lower end. Young's modulus of iron rod is

An iron rod of length 2m and cross section area of 50 mm^(2) , stretched by 0.5 mm, when a mass 250 kg is hung from its lower end. Young's modulus of the iron rod is

The inductance of a solenoid 0.5m long of cross-sectional area 20cm^(2) and with 500 turns is

A rubber cord of cross-sectional area 2 cm^(2) has a length of 1 m. When a tensile force of 10 N is applied, the length of the cord increases by 1 cm. What is the Young's modulus of rubber ?

A boy has a catapult made of a rubber cord of length 42 cm and diameter 6.0 mm . The boy stretches the cord by 20 cm to catapult a stone of mass 20 g . The stone flies off with a speed of 20 ms^(-1) . Find Young's modulus for rubber. Ignore the change in the cross section of the cord in stretching.

A boy has a catapult made of a rubber cord of length 42 cm and diameter 6.0 mm . The boy stretches the cord by 20 cm to catapult a stone of mass 20 g . The stone flies off with a speed of 20 ms^(-1) . Find Young's modulus for rubber. Ignore the change in the cross section of the cord in stretching.