need to know the shape ?????
but normaly it"s width x length=area squared
2007-03-29 06:59:31
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answer #1
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answered by Anonymous
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Multiply the length by the breadth. For example - if a room is 3 metres long and 4 metres wide the area is 3x4 which = 12 square metres
2007-03-29 07:08:40
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answer #2
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answered by lix 6
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Assume units are in cm.
Area of rectangle = L x B cm ²
Area of square = L x L = L² cm ²
Area of circle = π.r ² cm ² where r is radius.
Example 1
Rectangle of sides 7cm and 4cm
Area = 7 x 4 cm ²
Area = 28 cm ²
Example 2
Square of side 5 cm
Area = 5 x 5 cm ²
Area = 25 cm ²
Example 3
Circle radius 6 cm
Area = π x 6 x 6 cm ²
Area = 36 π cm ²
Area = 113.1 cm ²
2007-03-30 00:05:48
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answer #3
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answered by Como 7
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There are different formulas for calculating area, depending on what you are finding the area of.
[text:square] = a^{2}
[text:rectangle] = ab
[text:parallelogram] = bh
[text:trapezoid] = h/2 (b1 + b2)
[text:circle] = pi r 2
[text:ellipse] = pi r1 r2
[text:triangle] = (1/2) b h
Also there is a site where you enter the info and it calculates the area for you. See the link I provided.
2007-03-29 07:03:35
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answer #4
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answered by Deb 4
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Usually you just times the height by the width, unless its a circle then the area equals pie times the radius squared
2007-03-29 07:04:13
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answer #5
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answered by w5pollar 1
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Depends on what it is
If it's a square, Area = Length^2
If it's a rectangle, Area = Length*Width
If it's a triangle, Area = 1/2 * Base * Height
2007-03-29 07:00:15
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answer #6
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answered by N M 2
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integrate with respect to a length between the two limits of the length (one will normally be 0)
2007-03-29 07:24:25
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answer #7
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answered by SS4 7
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Area of a circle is pi x r x r (this is read as "pi are squared")
Hope this helps.
2007-03-29 11:25:05
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answer #8
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answered by Anonymous
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if it is a square measure one side and multiply it by its self i.e
2 m length 2x2 = 4
4 sq m is the area
2007-03-29 06:59:56
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answer #9
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answered by John M 2
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A cube is length times width times width times hight.
2007-03-29 07:03:03
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answer #10
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answered by jmp478 3
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