The volume of the cylinder: 75π
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
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.: 6r
The volume of the sphere if the radius is the same value as the cone.: 125π/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?: 5
fill in the blanks with these answers
1/3
2r
100/3 pi
3r
50/3 pi
2
25pi
75/2 pi
4r
The volume of the cylinder: 75π
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
In order for the volume of the cone + the volume of the sphere = the volume of the cylinder, the height would have to be 6r, not 3r for the cone and cylinder.: 6r
The volume of the sphere if the radius is the same value as the cone.: 100/3π
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
Fill in the blanks with these answers:
1/3
2r
100/3 pi
3r
5/3 pi
3
25pi
75/2 pi
4r
no use the stuff i provided to answer the questions
The volume of the cylinder: 75π
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
In order for the volume of the cone + the volume of the sphere = the volume of the cylinder, the height would have to be 6r, not 3r for the cone and cylinder.: 6r
The volume of the sphere if the radius is the same value as the cone.: 125π/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?: 5
Fill in the blanks with these answers:
1/3
2r
100/3 pi
3r
50/3 pi
2
25pi
75/2 pi
4r