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If the radius of the base of a cone is doubled and the height remains the same (below), what is the change in the volume from Fig. I to Fig. II?
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a. It is two times larger b. It is three times larger. c. It is four times larger d. It remains the same.
@ryan123345
Lets say the radius is 2. Lets try it. The formula is\[\frac{ 1 }{ 3 }Bh\]
1/3*2*h ?
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no B stands for area of base
so it would be 1/3*12.57*4 (lets say the height is 4)
Thats for the first one ^ what do you think you'll get?
1/3*50.27*4 (for the second one)
16.76 and 67.04. What can you multiply 16.76 by to get 67.04?
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@lana.831
4
Great Job! Then its four times larger :)
oh okay, thanks!
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