The water level in a graduated cylinder stands at 20.0 mL before and at 26.2 mL after a 16.74-g metal bolt is submerged in the water. (a) What is the volume of the bolt? (b) What is the density of the bolt?
The water level in a graduated cylinder stands at 20.0 mL before and at 26.2 mL after a 16.74-g metal bolt is submerged in the water. (a) What is the volume of the bolt? (b) What is the density of the bolt?
(a) The bolt will displace a volume of water equal to the volume of the bolt. Thus, the increase in volume is the volume of the bolt:
26.2 mL = volume of water plus bolt
\underline{-20.0\text{ mL}} = volume of water
6.2 mL = volume of bolt
(b) d=\frac{\text{mass of bolt}}{\text{volume of bolt}}=\frac{16.74 g}{6.2 mL}=2.7 g/mL