The volume of the right cylinder = 90π ft3
with a height of 10 feet.
Check all answers that are true.
(2 points)
Responses
The oblique cylinder does not have the same volume as the right cylinder with the altitude = the height and the radius the same for both.
The oblique cylinder does not have the same volume as the right cylinder with the altitude = the height and the radius the same for both.
The radius of the right cylinder = 9 feet
The radius of the right cylinder = 9 feet
The axis of the oblique cylinder is equal to the height of the right cylinder.
The axis of the oblique cylinder is equal to the height of the right cylinder.
The radius of the right cylinder = 3 feet
The radius of the right cylinder = 3 feet
The radius of the right cylinder is about 1.7 feet
The radius of the right cylinder is about 1.7 feet
The oblique cylinder and the right cylinder would have the same volume as long as the height = the altitude and they have the same radius.
The oblique cylinder and the right cylinder would have the same volume as long as the height = the altitude and they have the same radius.
Only the following statements are true:
1. The radius of the right cylinder = 9 feet.
2. The axis of the oblique cylinder is equal to the height of the right cylinder.
how is it 9 feet?
Apologies for the confusion in my previous response. Let's calculate the radius of the right cylinder with the given volume and height.
Volume of a cylinder = πr^2h
Given volume of the right cylinder = 90π ft^3
Given height = 10 feet
Therefore, 90π = πr^2 * 10
Solving for r:
r^2 = 9
r = 3 feet
So, the radius of the right cylinder is actually 3 feet. Thank you for pointing out the error, and I appreciate your attention to detail.