The correct interpretation for the function notation \( V(3) = 90\pi \) is:
The volume of the cylinder is \( 90\pi \) when the radius is 3.
This means that when the radius is 3 inches, the volume of the cylinder is \( 90\pi \) cubic inches.
The function V(r)=10πr2
represents the volume of a cylinder that is 10 inches high with a radius of r. Which is the correct interpretation for the function notation V(3)=90π
?(1 point)
Responses
A cylinder of 90π
is produced from a radius of 3.
A cylinder of 90 pi is produced from a radius of 3.
The volume of the cylinder is 90π
when the radius is 3.
The volume of the cylinder is 90 pi when the radius is 3.
The volume of the cylinder is 3 when the radius is 90π
.
The volume of the cylinder is 3 when the radius is 90 pi .
A radius of 3 gives the value 90.
The correct interpretation for the function notation \( V(3) = 90\pi \) is:
The volume of the cylinder is \( 90\pi \) when the radius is 3.
This means that when the radius is 3 inches, the volume of the cylinder is \( 90\pi \) cubic inches.