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How many dimensions does area have?

Anonymous

∙ 15y ago

Updated: 12/21/2022

Area is the two-dimensional equivalent of length.

Wiki User

∙ 15y ago

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How many dimensions is area measured in?

2

How many dimensions does surface area have?

Two - of length.

What are the dimensions of an area that is 52800 square yards?

One possibility is 240 x 220 yards. There are many others. The area doesn't reveal the dimensions.

How many dimensions area have?

Areas are 2-dimensional.

How do you find the dimensions of the area of a rectangle?

The dimensions for area are [L2]

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Related Questions

How many dimensions is area measured in?

2

How many dimensions does surface area have?

Two - of length.

How many different dimensions are there if you have a volume of 84?

Volume always has three dimensions. Area always has two dimensions. Length always has one dimension. Location has no dimensions.

What are the dimensions of an area that is 52800 square yards?

One possibility is 240 x 220 yards. There are many others. The area doesn't reveal the dimensions.

How many dimensions area have?

Areas are 2-dimensional.

How do you find the dimensions of the area of a rectangle?

The dimensions for area are [L2]

How many square units are in its area?

That will depend entirely on the dimensions of the area of which none have been given

What is the dimension of a triangle if the area is 144 cm?

There are with infinitely many possible dimensions for triangles with a given area.

What are the dimensions of a rectangle with an area of 196 square units?

As is, many answers are possible. If the rectangle is a square, the dimensions are 14 x 14.

Area is calculated in dimensions and volume is calculated in dimensions?

area is 2, volume is 3

What is area of the dimensions of 11 x 17?

There are many ways one might go about determining the area of the dimensions 11 x 17. The area of a rectangle is calculated by multiplying the width times the height, therefore, the area would be 187.

How does proportional change in the dimensions affect the area of a figure?

If the new linear dimensions are k times the old dimensions, then the new area is k2 times the old area.

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