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How does tripling the side lengths of a rectangle affect its perimeter?

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∙ 9y ago

Updated: 10/16/2024

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Q: How does tripling the side lengths of a rectangle affect its perimeter?

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How does Doubling the side lengths of a figure affect its perimeter?

The perimeter is doubled.

How does doubling the each dimension of a rectangle that is not a square affect the perimeter and the area of that rectangle?

quadruples it

How does quadrupling the side lengths of a rectangle affect its area?

Well its lw=a so quadrupling it would make it (L4)W=A or lw4

Does perimeter affect area?

No it does not

How can doubling the width of a rectangular rug affect the perimeter and area?

Doubling the width of a rectangular rug will affect the perimeter because the total length and width will be doubled. The area will be twice the length times the width.

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Related Questions

How does tripling the lengths of a triangle affect its perimeter?

It triples the perimeter.

How does tripling the side lengths of a triangle affect it's perimeter?

The perimeter changes and doubles as well.

How does doubling the side lengths of a rectangle affect its perimeter?

Both the side lengths and the perimeter are linear measurements, therefore they are proportional. In other words, twice the side length results in twice the perimeter.

How does Doubling the side lengths of a figure affect its perimeter?

The perimeter is doubled.

How does doubling the each dimension of a rectangle that is not a square affect the perimeter and the area of that rectangle?

quadruples it

How does doubling the side lengths of a triangle affect its perimeter?

If the length of each side is doubled, then the perimeter is also doubled.

How does quadrupling the side lengths of a rectangle affect its area?

Well its lw=a so quadrupling it would make it (L4)W=A or lw4

Does perimeter affect area?

No it does not

How does quadrupling the lengths of a rectangle affect its area?

Suppose a rectangle has a base x and a side y. The equation for the area A of a rectangle is A=x*y. Quadrupling both side and base means both are now 4x and 4y. Now, the new area, which I shall call A' will be described by the formula A'=4x*4y, which turns into A'=16xy. In the end, the new area is equal to sixteen times the original area. Try it with any possible combination of numbers, should always give sixteen times the original area, as long as you are only quadrupling the original lengths.

How does a glacier affect landscapes outside of its active perimeter?

Melt water

How can doubling the width of a rectangular rug affect the perimeter and area?

Doubling the width of a rectangular rug will affect the perimeter because the total length and width will be doubled. The area will be twice the length times the width.

How does quadrupling the side lengts of a rectangle affect the area?

rectangle area is width x height so if each side quadruples area changes by 16

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