Four identical rods of mass M and length L are placed on one another on the table so as to produce the maximum overhang as shown in figure. The maximum total overhang will be :

Identical blocks each of mass M and length L are placed one above the other such that each extends out by a maximum length as shown in figure. Find the maximum extension of the n^(th) block from the top, so that the blocks will not fall.

Two identical bricks of length L are piled one on top of the other on a table as shown in the figure the maximum distance S the top brick can overhand the table with the system still balanced is:

Two identical bricks of length L are piled one on top of the other on a table as shown in the figure the maximum distance S the top brick can overhand the table with the system still balanced is:

A uniform rod of mass m and length l is lying on a smooth table. An impulse J acts on the rod momentarily as shown in figure at point R. Just after that:

A rod AB of mass M and length L lies on smooth horizontal table impulse J is applied to end A as shown in the figure immediately after imparting the impulse :

A uniform chain of mass m and length l is placed on a smooth table so that one - third length hanges freely as shown in the figure. Now the chain is released, with what velocity chain slips off the table?

Three identical rods, each of mass m and length l , form an equaliteral triangle. Moment of inertia about one of the sides is

Three identical rods, each of mass m and length l , form an equaliteral triangle. Moment of inertia about one of the sides is

Three identical rods, each of mass m and length l are placed along x, y and z axis respectively. One end of each rod is at the origin. The moment of inertia of the rods x-axis will be