When air bubble comes from bottom to the top of a lake its radius becomes n times. If temprerature remains constant through out the lake the depth of the lake will be.

When air bubble comes from bottom to the top of a lake , Its radius becomes n- times . If temperature remains constant through out the lake . The depth of lake . Is (P_0 ( n^(x+1) -1) + ( xT )/(R ) (n^(x )-1))/( rho g) . Find x

When an air bubble moves up from the bottom of a lake

As an air bubble comes from the bottom of a lake to the top, its radius "_____"

As an air bubble comes from the bottom of a lake to the top, its radius "_____"

An air bubble starts rising from the bottom of a lake and its radius is doubled on reaching the surface. If the temperature is costant the depth of the lake is. ( 1 atmospheric pressure = 10m height of water column)

When an air bubbles reaches the top of a lake from the bottom , its volume becomes 8 times . If the atmospheric pressure is 75 cms of Hg , the depth of lake is nearly

Assertion. A bubble comes from the bottom of a lake to the top. Reason. Its radius increases.