Question
The function V(r)=10πr^2 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
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.
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 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.
Responses
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.
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 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.
Answers
GPT-4o mini
The correct interpretation for the function notation \( V(3) = 90\pi \) is:
**The volume of the cylinder is 90π when the radius is 3.**
This indicates that substituting the radius \( r = 3 \) into the function \( V(r) \) results in a volume of \( 90\pi \).
**The volume of the cylinder is 90π when the radius is 3.**
This indicates that substituting the radius \( r = 3 \) into the function \( V(r) \) results in a volume of \( 90\pi \).