A rectangular block is 5 cm xx 5 cm xx 10 cm in size. The block floating in water change will occur in the level of water ?

A rectangular block is 5 cm xx 5 cm xx 10 cm in size. The block is floating in water with 5 cm side vertical. If it floats with 10 cm side vertical, what change will occur in the level of water?

A rectangular block is 5 cm xx 5 cm xx 10 cm in size. The block is floating in water with 5 cm side vertical. If it floats with 10 cm side vertical, what change will occur in the level of water?

A rectangular block is 5 cm x 5 cm x 10 cm in size. The block floating in water with 5 cm side vertical. If it floats with 10 cm side vertical what change will occur in the level of water ?

In the given figure from a cuboidal solid metallic block of dimensions 15 cm xx 10 cm xx 5 cm a cylindrical hole of diamter 7 cm is drilled out . Find the suface area of the remaining block .

A rectangular block has dimensions 5 cm xx 5 cm xx 10 cm . Calculate the resistance measured between (a) two square ends and (b) the opposite rectanglar ends specific resistance of the material is 3.5xx10^(-5) Omega m

A cylindrical vessel of base radius 14 cm is filled with water to some height. If a rectangular solid of dimensions 22 cm xx 7 cm xx 5 cm is immersed in it what is the rise in the water level ?

A rectangular block of size 10 cm xx 8 cm xx 5 cm is kept in three different positions P,Q and R in turns as shown in the figure. In each case, the shaded area is rigidly fixed and a definite force F is applied tangentially to the opposite face to deform the black. The displacement of the upper face will be

A rectangular block of size 10 cm xx 8 cm xx 5 cm is kept in three different positions P,Q and R in turns as shown in the figure. In each case, the shaded area is rigidly fixed and a definite force F is applied tangentially to the opposite face to deform the black. The displacement of the upper face will be

From a cuboidal solid metallic block of dimensions 15 cm xx 10 cm xx 5 cm a cylindrical hole of diameter 7 cm is drilled out. Find the surface area of the remaining block. (see the given figure).