Given that the density of gold and sand are 19.3 g/cm^3 and 2.95 g/cm^3, respectively, and that the density of the mixture is 4.17g/cm^3. Calculate the percent by mass of gold in the mixture

Respuesta :

Gold will make up 34.5% of the mixture's mass.

figuring out the percentage?

Based on the information provided, the following information can be inferred:

Gold has a density of 19.3 g/cm3.

Sand has a density of 2.94 g/cm3.

Mixture density is 4.17 g/cm3.

 we can determine the mass of gold by measuring the volume of a 1 cm3 sample. This formula will be used to determine the amount of gold:

4.17 = [(19.3x + 2.95(1 - x)]

4.17 = 19.3x + 2.95 − 2.95x

4.17 = 16.35x + 2.95

x = 0.0746cm³

The gold mass will be:

= 0.0746 × 19.3

= 1.44

Gold will make up the following mass percentage of the mixture:

= 1.44/4.17 × 100

= 34.5%

In conclusion, the amount of gold in the mixture, measured in mass, will be 34.5%.

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