calculate the mass of gold that occupies the same volume as 62.9 g of cobalt. the density of cobalt is 8.90 g/ml and the density of gold is 19.3 g/ml

Respuesta :

By using the formula of a density, the mass of a gold that occupies the same volume as 62.9 g of cobalt is

The density of a substance is calculated using the formula

density=mass/volume

By using density and mass, find out the volume in cobalt and use the same volume to find mass of gold. Rearrange the formula of density for volume

volume=mass/density

Plug values of cobalt in the formula

volume = (62.9 g×ml/8.90 g)

volume = 7.0674 ml

Now rearrange the formula of density for mass to calculate the mass of a gold

mass=density×volume

Plug values of gold in the formula

mass = 7.0674 ml×(19.3 g/ml)

mass = 136.40 g≈136 g

Therefore, the mass of gold occupies the same volume is 136 g.

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