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Original volume = (S)3 New volume = (3S)3 = 27(S)3 = 27 times the original volume. The change is (27 times) - (1 time) = 26 times = 2,600 percent Semantic note: After increasing by 2,600 percent, the volume becomes 2,700 percent of what it was originally.

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Q: By what percent does the volume of a cube increase when the length of each of its sides is tripled?
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Related questions

How does the length of a cube increase for the volume to be tripled?

The length increases by a 3√3 or 31/3 = 1.4422 (approx).


How does the volume change if the radius is tripled?

It depends on the shape. The volume of a sphere will increase differently to the volume of a cylinder, for example.


What is the effect on the volume of a cube if its side length is tripled?

The volume increases to 33 = 27 times as much.


If volume is held constant and pressure is tripled what happens to temperature?

Temperature will be increase


How does a volume of a rectangular prism change if the length is tripled?

If only the length is changed and all other dimensions left unchanged, the volume will also triple.


How many times does the volume of a sphere increase if the radius is tripled?

The new volume is 3^3 = 27 times as much.


What happens to the volume of the rectangular prism in number 1 if the length is tripled?

I'd need to review what happened in number-1 before I could answer that. I do know that if only the length of a rectanguar prism is tripled, while the other two dimensions remain unchanged, then its volume triples.


What happens to the volume a rectangular prism if the width is tripled?

A [multiplicative] change in one dimension makes the same change in the volume. So the volume would be tripled.


What hppens to the pressure of gas if the volume of gas is tripled at a constant temperature?

PV=RT, if the volume is tripled at constant temperature, the pressure drops to one third.


If the radius of a sphere is 10cm and you increase the radius by 5 percent then how much percent incriment is there in the volume of the sphere?

The volume of the sphere is proportional to the cube of its radius.Increasing the radius by 5% causes the volume to increase by the factor of (1.05)3= (1.05 x 1.05 x 1.05) = 1.157625= 15.7625% increase in volume.(Regardless of what the radius and volume were before the increase.)


What will happen to a spheres volume if the radius is tripled?

The volume increases 27-fold.


How is the volume of a cube affected if the dimensions of the cube are tripled?

Volume is proportional to the cube (3rd power) of the linear dimensions.If the side of the cube is tripled, the volume increasesby a factor of (3)3 = 27 .