A cube is fixed at base and tangential force 'F' acting on the upper face of area 'A' and `theta` is shear strain in it, the modulus of rigidity is

The upper face of a cube of edge 1 m moves through a distance of 1 mm relative to the lower fixed face under the action of a tangential force of 1.5xx10^(8) N. Calculate the tangential stress, shear strain and the modulus of rigidity.

A 0.05 m cube has its upper face displaced by 0.2 cm by a tangential force of 8N . Calculate the shearing strain, shearing stress and modulus of rigidity of the material of the cube.

A 0.05 m cube has its upper face displaced by 0.2 cm by a tangential force of 8N . Calculate the shearing strain, shearing stress and modulus of rigidity of the material of the cube.

If the shearing stressin 4.2 xx 10^8 N//m^2 and the shearing strain is 5 xx 10^-3 . The modulus of rigidity is

A force Fis tangentially applied on the upper face of a cube of side b and whose lower face is fixed. If modulus of rigidity is n then upper surface of cube is shifted to

A force Fis tangentially applied on the upper face of a cube of side b and whose lower face is fixed. If modulus of rigidity is n then upper surface of cube is shifted to

A steel plate of face area 2 cm^(2) and the thickness 1.0cm is fixed at the lower face. A tangential force of 10N is applied on the upper surface. Find the lateral displacement of the upper surface with respect to the lower surface. Rigidity modulus of steel =8.4xx10^(10)Nm^(-2)

A square steel plate has area 1 m^(2) and thickness 5 cm. The lower surface is fixed. A tangential force applied to top surface displace it through 0.005 cm. Find the modulus of rigidity of steel, if shearing stress of modulus of rigidity of steel. If shearing stress of 4.2 xx 10^(3) N//m^(2) is being applied.

A cube of soft rubber of face area 0.02 m^(2) whose lower face is fixed is sheared through an angle 2^(@) by a force of 10^(4) N acting tangential to the upper face. Calculate the rigidity modulus of the material.

A rubber cube of side 5 cm has one side fixed while a tangential force equal to 1800 N is applied to opposite face. Find the shearing strain and the lateral displacement of the strained face. Modulus of rigidity for rubber is 2.4 xx 10^(6) N//m^(2) .