An air bubble starts rising from the bottom of a lake its diameter is 3.6 mm at the bottom and moving at the surface the depth of the lake is 250 cm and the temperature at the surface is 40 degree celsius what is the temperature at the bottom of the lake given atmospheric pressure is equal to 76 centimetre of hg and g is equal to 980 centimetre. .
per second square. Specific gravity of mercury is equal to 13.6.
Your question is incomplete, you have not given the diameter or volume or bubble when it reaches the surface of the lake. However here is a hint for you.
Given,
Diameter of bubble=3.6 mm
or radius, r=3.6/2=1.8 mm=0.18 cm
Volume of spherical bubble
Given,
Diameter of bubble=3.6 mm
or radius, r=3.6/2=1.8 mm=0.18 cm
Volume of spherical bubble