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Any area is proportional to the square of its linear dimensions. So, in order to triple

the surface area of a cone, you would have to multiply its radius and height each

by sqrt(3) = 1.732 (rounded).

It could be done by increasing only the radius, or only the height, but then the

proper factor would depend on the other dimension that isn't being changed.

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Q: Which change will triple the lateral surface area of a cone?
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