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 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.

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.

A conical vessel whose internal radius is 10 cm and height 72 cm is full of water . If this water is poured into a cylindrical vessel with internal radius 30 cm, the height of the water level rises in it is :

A conical pot of internal radius 5 cm and height 24 cm is filled with water . It this water is poured into a right cylindrical pot of radius 10 cm , then what will be the height of water - level into the pot ?

A cone of radius 3.5 cm and height 12 cm is completely filled with water. This water is emptied into an empty cylindrical vessel of radius 7 cm. What will be the height of water in this vessel ?

A conical vessel whose internal radius is 10 cm and height 48 cm is full of water. Find the volume of water. If this water is poured into a cylindrical vessel with internal radius 20 cm, find the height to which the water level rises in it.

A conical vessel whose internal radius is 10 cm and height 48 cm is full of water. Find the volume of water. If this water is poured into a cylindrical vessel with internal radius 20 cm, find the height to which the water level rises in it.

A rectangular vessel 22 cm by 16 cm by 14 cm is full of water. If the total water is poured into the empty cylindrical vessel of radius 8 cm, find the height of water in the cylinderical vessel.