High School

The dimensions of a rectangular solid are 8.00 cm long, 4.00 cm wide, and 2.00 cm high. If the density of the solid is 10.0 g/cm\(^3\), what is its mass? (D = M/V)

Answer :

Final answer:

The mass of the solid object can be found by rearranging the formula for density and multiplying it by the volume of the object. With the given density of 10.0g/cm³ and volume of 64 cm³, the mass is 640g.

Explanation:

The question is about finding the mass of a solid rectangular object given its dimensions and density. Firstly, we need to find the volume of the rectangle using the formula Volume = length x width x height.

Given the dimensions are 8.00cm (length), 4.00cm (width) & 2.00 cm (height), the volume is 64 cm³.

As the density (D) is defined as mass (M) divided by volume (V), we can rearrange the equation to find the mass:

M = D x V.

We know that the density of the object is 10.0g/cm³, by multiplying this density by the volume (10.0g/cm³ x 64 cm³), we get the mass of the object which is 640g.

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