As shown in the figure forces of `10^(5)` N each are applied in opposite direction on the upper and lower faces of a cube of side 10 cm shifting the upper face parallel to itselft by 0.5 cm if the side of another cube of th same conditions as above the displacement will be

As shown in the figure forces of 10^(5) N each are applied in opposite direction on the upper and lower faces of a cube of side 10 cm shifting the upper face parallel to itselft by 0.5 cm if the side of another cube of the same material is 20cm, then under similar conditions as above the displacement will be

The constant forces are applied in opposite directions on upper and lower faces of a cube of side 14 cm, shifting the upper face parallel to itself by 0.3 cm. If the sides of the cube were 28 cm, then it displacement will be

Forces of 100 N each are applied in opposite direction on the upper and lower faces of a cube of side 20 cm. The upper face is shifted parallel to itself by 0.25 cm. If the side of the cube were 10 cm, then the displacement would be

Forces of 100 N each are applied in opposite direction on the upper and lower faces of a cube of side 20 cm. The upper face is shifted parallel to itself by 0.25 cm. If the side of the cube were 10 cm, then the displacement would be

The forces of 10^(6) N each are applied on opposite directions on upper and lower faces of a cube of side 10 cm, shifting and lower faces of a cube of side 10 cm, shifting the upper face parallel to itself by 0.8 cm. If the side of the cube were 20 cm, Then the displacement of the cube will be

Tangential forces of magnitude 4 xx 10^(8) N are applied to the opposite faces of a metal cube of side 0.5 m. What is the shear stress on the cube ?

A shearing force of 10^(6) N is applied on the top surface of a fixed cube of side 10 cm. If the top surface is displaced by 0.33 mm, find rigidity modulus of the material of the cube.

Two parallel forces of 4000 N are applied tangentially in opposite direction to the opposite faces of a metallic cube of side length 0.25 m. The shear modulus of the material is 80xx10^(9) Pa. Then the displacement of the upper surface relative to the lower surface is

Two parallel and opposite forces each 5000 N are applied tangentially to the upper and lower faces of a cubical metal block of side 25 cm. the angle of shear is (The shear modulus of the metal is 80 Gpa)