Water is being poured on to a cylindrical vessel at the rate of `1 m^3/min`. If the vessel has a circular base of radius 3 m, find the rate at which the level of water is rising in the vessel.

Water is being poured in to the inverted conical vessel at the rate of 1.5 cubic meter per minute. Its depth is always equal to twice its radius. The level of water is rising at the rate of 3//8pi meter oer minute when its depth is

Water is being poured at the rate of 36" m"^(3)//"sec" in a cylindrical vessel of base radius 3 metres. Find the rate at which water level is rising.

Water is being poured at the rate of the 36 m^3 /sec into a cylindrical vessel of base radius 3 meters. Find the rate at which water level is rising.

The base radius of a cylindrical vessel full of oil is 30 cm. Oil is drawn at the rate of 27000 cubic cm per minute. Find the rate at which the level of the oil is falling in the vessel.

Water is poured into an inverted conical vessel of which the radius of the base is 2m and height 4m, at the rate of 77 lit/min. The rate at which the water level is rising, at the instant when the depth is 70 cm is

Water is poured into an inverted conical vessel of which the radius of the base is 2m and height 4m, at the rate of 77 lit/min.The rate at which the water level is rising at the instant when the depth is 70cm is

Water flows into a conical vessel at the rate of 5 cubic cm per second. If the semivertical angle of the vessel is 30^@ , then the rate of increase of water level when the water level in the vessel is 6 cm is

Water pours out rate of Q from a tap, into a cylindrical vessel of radius r. The rate at which the height of water level rises the height is h, is

Water pours out rate of Q from a tap, into a cylindrical vessel of radius r. The rate at which the height of water level rises the height is h, is