**Questions:**
1. The volume of the cylinder:
2. How many times larger is the volume of the cylinder than the volume of the cone IF the cone and the cylinder had the same dimensions?
3. How many times larger is the volume of the sphere than the volume of the cone IF the cone and the sphere had the same dimensions?
4. The volume of the sphere if the radius is the same value as the cone.
5. In order for the volume of the cone + the volume of the sphere = the volume of the cylinder, the height would have to be _______, not 3r for the cone and cylinder.
**Answers:**
a) 3 times larger
b) 4/3πr^3
c) 2πr^3
d) 2r
e) πr^2h
Match the Question with the correct answer.
(5 points)
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The volume of the cylinder
How many times larger is the volume of the cylinder than the volume of the cone IF the cone and the cylinder had the same dimensions?
How many times larger is the volume of the sphere than the volume of the cone IF the cone and the sphere had the same dimensions?
The volume of the sphere if the radius is the same value as the cone.
In order for the volume of the cone + the volume of the sphere = the volume of the cylinder, the height would have to be _______, not 3r for the cone and cylinder.
The option "3r" (5 of 12) has been selected. Press tab to choose a response area, and spacebar to insert it. Press escape to cancel.
7 answers
The volume of the cylinder:
2. How many times larger is the volume of the cylinder than the volume of the cone IF the cone and the cylinder had the same dimensions?
3. How many times larger is the volume of the sphere than the volume of the cone IF the cone and the sphere had the same dimensions?
4. The volume of the sphere if the radius is the same value as the cone.
5. In order for the volume of the cone + the volume of the sphere = the volume of the cylinder, the height would have to be _______, not 3r for the cone and cylinder.
my answer choices
75 pi
2
3
125 pi
1/3
25 pi
75/2 pi
3r
4r
2r
50/3 pi
100/3 pi
2. How many times larger is the volume of the cylinder than the volume of the cone IF the cone and the cylinder had the same dimensions?
3. How many times larger is the volume of the sphere than the volume of the cone IF the cone and the sphere had the same dimensions?
4. The volume of the sphere if the radius is the same value as the cone.
5. In order for the volume of the cone + the volume of the sphere = the volume of the cylinder, the height would have to be _______, not 3r for the cone and cylinder.
my answer choices
75 pi
2
3
125 pi
1/3
25 pi
75/2 pi
3r
4r
2r
50/3 pi
100/3 pi
1. The volume of the cylinder: 75π
2. How many times larger is the volume of the cylinder than the volume of the cone IF the cone and the cylinder had the same dimensions? 2
3. How many times larger is the volume of the sphere than the volume of the cone IF the cone and the sphere had the same dimensions? 3
4. The volume of the sphere if the radius is the same value as the cone. 25π
5. In order for the volume of the cone + the volume of the sphere = the volume of the cylinder, the height would have to be 3r.
2. How many times larger is the volume of the cylinder than the volume of the cone IF the cone and the cylinder had the same dimensions? 2
3. How many times larger is the volume of the sphere than the volume of the cone IF the cone and the sphere had the same dimensions? 3
4. The volume of the sphere if the radius is the same value as the cone. 25π
5. In order for the volume of the cone + the volume of the sphere = the volume of the cylinder, the height would have to be 3r.
5. In order for the volume of the cone + the volume of the sphere = the volume of the cylinder, the height would have to be 3r
whats the answer to this one
whats the answer to this one
For the given statement, the answer is: 3r
how could it be 3r
it says in order for the volume of the cone plus the volume of the sphere equal the volume of the cylinder, the height would have to be BLANK, not 3r for the cone and cylinder
it says in order for the volume of the cone plus the volume of the sphere equal the volume of the cylinder, the height would have to be BLANK, not 3r for the cone and cylinder
I apologize for the mistake. The correct answer is: 4r