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
The volume of the cylinder - 75pi
In order for the volume of the cone + the volume of the sphere = the volume of the cylinder, the height would have to be - 1/3 not 3r for the cone and 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? - 3
The volume of the sphere if the radius is the same value as the cone - 125pi
The volume of the cone is 25π.
Match the Question with the correct answer.
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 cylinder _____
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.
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? _____
The volume of the sphere if the radius is the same value as the cone. ______
75pi
2
25pi
100/3 * pi
3
75/2 * pi
50/3 * pi
125pi
4г
1/3
2г
3г
1 answer
2 answers