A wooden cylinder of length L is partly submerged in a liquid of specific gravity rho_(1) with n^(th)(n lt 1)part of it inside the liquid. Another immiscible liquid of ensity rho_(2). is poured to completely submerge the cylinder. Density of cylinder rho is the square root of the product of densities of two liquids When the cylinder is slightly depressed and released, it oscillates. Let there be a mean position Find the time period of small oscillations below the mean position

A wooden cylinder of length L is partly submerged in a liquid of speci

1.	A wooden cylinder of length L is partly submerged in a liquid of specific gravity rho_(1) with n^(th)(n lt 1)part of it inside the liquid. Another immiscible liquid of ensity rho_(2). is poured to completely submerge the cylinder. Density of cylinder rho is the square root of the product of densities of two liquids When the cylinder is slightly depressed and released, it oscillates. Let there be a mean position Find the time period of small oscillations below the mean position
Answer» `PI[((N+1)L)/(g(n-1))]^(1//2)` `pi[(n^(2)L)/(g(1-n)^(2))]^(1//2)` `pi[(nL)/(g(n^(2)-1))]^(1//2)` Answer :D