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Hi,
The volume of a cone is 1/3 pi R^2 h.
Why then is the answer in units cubed. Certainly the h is contributing a third dimension but in general math you don't see this happening
X^2 * Z = X^3
but the below is true
X^2 * X = X^3
Can a radius be multiplied by a height to make the dimension increase?
What's going on here?
Thx
The volume of a cone is 1/3 pi R^2 h.
Why then is the answer in units cubed. Certainly the h is contributing a third dimension but in general math you don't see this happening
X^2 * Z = X^3
but the below is true
X^2 * X = X^3
Can a radius be multiplied by a height to make the dimension increase?
What's going on here?
Thx