Answer:

Explanation:
Given
Solid Shape: Cylinder
Radius = 1.5 inches
Height = 19 inches

Required
Volume of the cylinder.
The Volume of a cylinder is calculated thus:

Where V, r and h represent the volume, the radius and the height of the cylinder respectively.
By substituting: r = 1.5 inches and h = 19 inches
becomes



(Approximated)
Hence, the volume of the cylinder is
