ELASTIC MODULI

ELASTICITY OF DEMAND

ELASTICITY OF DEMAND

ELASTICITY OF DEMAND

Elastic Limit

STATEMENT - 1 : The value of modulus of elasticity depends on the magnitude of the stress and strain and STATEMENT - 2 : A given material have different moduli of elasticity depending on the type of stress applied.

Two vertical rods of equal lengths, one of steel and the other of copper, are suspended from the ceiling at a distance l apart and are connected rigidly to a rigid horizontal bar at their lower ends. If A_(S) and A_(C) be their respective cross-sectional areas, and Y_(S) and Y_(C) ,their respective Young's moduli of elasticities, where should a vertical force F be applied to the horizontal bar in order that the bar remains horizontal?

Introduction OF elasticity||Cause OF elasticity||Stress & types OF stress||Strain||Young's modulus||Elastic potential energy

Introduction OF elasticity||Cause OF elasticity||Stress & types OF stress||Strain||Young's modulus||Elastic potential energy

Elasticity|| Measure OF Elasticity|| Hooke's Law|| Increment Due to Self Weight

Statement-1 : The value of moduli of elasticity is directly proportional to stress. Statement-2 : The value of moduli of elasticity is inversely proportional to strain. Statement-3 : The value of moduli of elasticiy is independent of magnitude of stress and strain.