The surface area of a cube is increasing at the rate of `2 cm^(2)//sec`. When its edge is 90 cm, the volume is increasing at the rate of

If the surface area of a cube increases at the rate of 0.6cm^(2) //sec , then, when the side is 4 cm , volume of the cube is increasing at the rate of

If the surface area of a cube increases at the rate of 0.6cm^(2) //sec , then, when the side is 4 cm , volume of the cube is increasing at the rate of

An edge of a variable cube is increasing at the rate of 2 cm//s . When the edge of a cube is 8 cm long, then its volume will increase at the rate of-

The volume of a cube is increasing at the rate of 24c m^3 /sec . When length of its side is 6cm , then the surface area is increasing at a rate of?

Area of circular blot of ink is increasing at the rate of 2cm^(2)//sec. When the area of the blot is 4cm^(2), its radius is increasing at the rate of

The surface area of a spherical ballon is increasing at the rate of 2 cm^2 /sec. At what rate the volume of the ballon is increasing when radius of the ballon is 6 cm?

The surface area of a spherical balloon is increasing at the rate of 2 (cm^2)/sec . At what rate the volume of the balloon is increasing when the radius of the balloon is 6 cm?

If the surface area of a cube is increasing at rate of 3.6 cm^(2)//sec , then the rate of change of its volume (in cm^(3)//sec ) . When the length of a side of the cube is 10 cm , is