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The formula for the volume of a cylinder is pi*r*r*h.

So, substitute 2r for r (double radius) and leave h as it is:

pi*(2r)*(2r)*h = 4pi*r*h.

Therefore the new volume is four times that of the original volume.

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Q: How does the volume of a circular cylinder change if its radius is doubled and its height remains the same?
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