
6.5 Volume of Spheres
Presentation
•
Mathematics
•
8th Grade
•
Hard
Standards-aligned
Ben Coltharp
Used 6+ times
FREE Resource
4 Slides • 2 Questions
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6.5 Volume of Spheres
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Similarly to cylinders and cones, we have dealt with trying to find the area of a circle at some point in trying to find volume of these somewhat circular shapes.
However, with spheres, we are still using the radius and pi, but the formula changes just a little
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Volume of Sphere
With spheres, we still need the radius; in this case, it's 8.
However, instead of squaring it like we are used to in the past, we actually cube it (8^3)
Next we can still multiply it times pi.
And then our last step is to multiply all of that by 4/3...so it will look something like this
V=34πr3
V=34π(8)3→2144.7
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Let's try another one
Do we have the radius? (Or do we have the diameter, but we can find the radius from that?)
Plug this radius into our formula
Try this on your own before clicking to see the answer
V=38792.4
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Multiple Choice
What is the formula to find the volume of a cone?
34πr3
r2πh
3r2πh
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Fill in the Blanks
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6.5 Volume of Spheres
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