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Q: How many squre feet in an area of 2 feet by 8 feet?

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You have given 3 dimensions which would calculate a volume. The acre is a measurement of area, so there should be 2 dimensions for the calculation. Possibly the area you are trying to calculate is not a 'clean' rectangle. An acre = 43,560 square feet or 4,840 squre yards. To calculate a rectangular area, multiply the length (in feet) by the width (in feet) and then divide the answer by 43560. This will tell you the area in acres.

If that's 40 x 60 feet, it's 2400 square feet. If that's 40 x 60 inches, it's 16 and 2/3 square feet.

area = pi * r2 area = 3.1416 * (100 ft)2 area = 31,416 ft2

Area 60X130=780 780feet^2 There are 780 square feet in 60X130

To do this just multiply together 2ft(*)2ft = 4ft^2 or four feet squared area=lenth times width

Related questions

2 square feet = 1858 square centimetres, approx.

You have given 3 dimensions which would calculate a volume. The acre is a measurement of area, so there should be 2 dimensions for the calculation. Possibly the area you are trying to calculate is not a 'clean' rectangle. An acre = 43,560 square feet or 4,840 squre yards. To calculate a rectangular area, multiply the length (in feet) by the width (in feet) and then divide the answer by 43560. This will tell you the area in acres.

If that's 40 x 60 feet, it's 2400 square feet. If that's 40 x 60 inches, it's 16 and 2/3 square feet.

14 square feet.

24 inches is 2 feet. to work the answer out multiply 2 feet by 2 feet.2 feet multiplied by 2 feet gives the answer 4 square feet.

4 square feet. Multiply length by width - the result is the area in square feet.

2' * 5'6 = 11 sq feet

We ,know that :no. of tiles = area of room /area of tiles .so,no.of tiles =36 X42 /2x2=378

Four cubic feet.

28' x 2' x 2' = 4.15 cubic yards.

A 4 by 2 foot rectangel has a perimiter of 12 feet and an area of 8 SQUARE FEET

None.A foot is a measure of length in 1-dimensional space while a square foot is a measure of area in 2-dimensional space. The two measure different things and, according to basic principles of dimensional analysis, any attempt at conversion from one to the other is fundamentally flawed.

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