[" The redius of a ball is "(5,2+02)cm" .The percentage "],[" error in the volume of the ball is (cpproximately)."]

The radius of a ball is (5.2pm0.2) cm. The percentage error in the volume of the ball is (approximately).

The radius of a ball is (5.2pm0.2) cm. The percentage error in the volume of the ball is (approximately).

The radius of a sphere is (4.5+-0.2)cm . What is the percentage error in volume?

The radius fo sphere is measured as (5.2 +- 0.2)cm then the percentage error in volume of the ball is.....

The radius of a ball bearing measured by a screw gauge is 3.75mm . The pitch of the screw is 1mm and it has 100 divisions on its head scale. The percentage error in the volume of the ball bearing which is perfectly spherical by shape is

The adjacent figure shows a cylindrical can with two balls. The can is just large enough so that two balls will fit inside with the lid on. The radius of each tennis ball is 3 cm. Calculate the following percentage of the volume occupied by the balls.

The mass of an iron ball is 312 g. The density of iron is 7.8 g cm^(-3) . Find the volume of the ball.

If radius is 2 cm then find the volume of a Ball.