[" 31The value of tan "(90-theta)" in the graph gives "],[qquad [" 1.Young's modulus of elasticity "],[" 2.Compressibility "],[" 3.Shear strain "],[" 4.Tensile strength "]]

If tan theta=2-sqrt3 , then tan(90-theta) is equal to :

A metallic wire is stretched by suspending a weight of it. If alpha^(2) is the longitudinal strain and Y is its Young's modulus of elasticity, then slow that the elastic potential energy per unit volume is given by 1//2Y^(2) .

A metallic wire is stretched by suspending a weight of it. If alpha is the longitudinal strain and Y is its Young's modulus of elasticity, then slow that the elastic potential energy per unit volume is given by 1/2Yalpha^(2) .

A matallic wire is stretched by suspending weight to it. If alpha is the longitudinal strain and Y its Young's modulus of elasticity, shown that the elastic potential energy per unit volume is given by Y alpha^(2)//2

If tan theta=1/sqrt3 , then tan(90-theta)=?

Strain|Stress - Strain Graph|Hooke's Law|Young's Modulus Of Elasticity|Increment Of Length Due To Own Weight

Match the following |{:(" Table-1"," Table-2"),((A)" Steel",(P)" Young's modulus of"),(," elasticity"),((B)" Water",(Q)" Bulk modulus of elasticity"),((C)" Hydrogen gas filled",(R)" sheer modulus of"),(" in a chamber"," elasticity"),(,):}|