Answer:
The mass of the bar = 199.87 grams
Step-by-step explanation:
Given:
Density of a brass bar = 9.87

Volume of bar = 20.25

To find the mass of the brass bar.
Solution:
Density of a body is defined as mass of the body per unit volume of the body.
Thus, we have:

where:
density of the body
mass of the body
Volume of the body
Plugging in the given values.

Solving for

Multiplying both sides by 20.25
.


∴

Thus, the mass of the bar = 199.87 grams