The mass and volume of a body are found to be (5.00`+-`0.05) kg and (1.00`+-`0.05) `m^3` respectively. Then the maximum possible percentage error in its density is

The relative density of the material of body is the ratio of it's weight in air and to the apparent loss of it's weight in water. By using a spring balance. The weight of body measured in air is (5.00+0.05) N. The weight of the body measured in water is found to be (4.00 pm 0.05) N. Then the maximum possible percentage error in relative density is

The measured mass and volume of a body are 53.63 g and 5.8cm^(3) respectively, with possible errors of 0.01 g and 0.1 cm^(3) . The maximum percentage error in density is about

The measured mass and volume of a body are 53.63 g and 5.8 cm^(3) respectively, with possible errors of 0.01 g and 0.1 cm^(3) . The maximum percentage error in density is about

The measured mass and volume of a body are 2.00 g and 5.0 cm^(3) respectively . With possible errors of 0.01 g and 0.1 cm^(3) , what would be the percent error in density ?

In the density measurement of a cube, the mass and edge length are measured as (10.00+-0.10)kg and (0.10+-0.01)m , respectively. The erroer in the measurement of density is :

The mass and density of a solid sphere are measured to be (12.4 +-0.1)kg and (4.6 +- 0.2) kg//m^3 . Calculate the volume of the sphere with error limits .

The mass and density of a solid sphere are measured to be (12.4 +-0.1)kg and (4.6 +- 0.2) kg//m^3 . Calculate the volume of the sphere with error limits .

The measured mass and volume of a body are 2.42 g and 4.7 cm^3 respectively with possible errors 0.01 g and 0.1 cm^3 . Find the maximum error in density.

Show that the maximum possible value of poisson's ratio is 0.5.

The density of a sphere is measured by measuring the mass and diameter. If it is known that the maximum percentage errors in measurement of mass and diameter are 2% and 3% respectively then the maximum percentage error in the measurement of density is