The side length of a cube is given by a=(1.00+-0.01)cm. The maximum percentage error in measurement of volume of cube is

Error in the measurement of radius of a sphre is 1%. Then maximum percentage error in the measurement of volume is

The lengths of sides of a cuboid are a, 2a and 3a. If the relative percentage error in the measurement of a is 1% , then what is the relative percentage error in the measurement of the volume of the cuboid.

The dimensions of a rectangular block measured with vernier callipers having least count of 0.01 cm are 5 mm xx 10 mm xx 5 mm. What is the maximum percentage error in the measurement of the volume of the block?

The percentage error in measurement of radius of a sphere is 0.2% then the maximum percentage error in the measurement of its volume will be 0.6% 0.1% 0.4% 0.2%

If the side of a cube is increased by 20%, then what will be the percentage increase in the volume of cube?

The length of a cylinder is measured with a metre rod having least count 0.1 cm. Its diameter is measured with vernier calliper having least count 0.01 cm. Given that length is 5.0 cm and radius is 2.00 cm. The percentage error in the calculated value of the volume will be

If the length of a cylinder is measured to be 8.28cm with an error of 0.01cm then the percentage error in measured length is nearly.

The relative error in the measurement of the side of a cube is 0.027 The relative error in the measurement of its volume is