There are 43,560 square feet in one acre so take the length times the width in feet and divide by that figure to find the number or fraction of an acre. If the property is irregular, take length times width of each roughly rectangular chunk and add them together before dividing.
1 Acre = 43560 ft2 to convert to mi2 divide by 52802 1 Acre = 0.0015625 mi2
1 acre = 4,046.85642 sq meters
The question cannot be answered. An acre is a measure in 2 dimensional space so that a square acre is a measure in 4-dimensional space. Secondly, if you meant an acre, and not a square acre, there is still no answer. First of all, there is no reason to suppose that an area of an acre is rectangular as opposed to circular or triangular or some other simple or complicated shape. Even if, on the basis that the question asks for length and width, you assume that it is a rectangle, there are infinitely many possible answers. The shape could be square or long and thin.
if i have a lot at 126,8 x 176,6 how much land is that
466.69 ft on each side. (rounded) -------------------------------------------------------- Another contributor obfuscated: Except that, strictly speaking, an acre is itself a measure of area so that an "acre square" would be a hypercube in four-dimensional space.
Acre
An acre is the unit used to measure land usually.
A measure of land in India, varying from a third of an acre to an acre.
None. Because "feet" are a measure of length and "acre" is a measure of area.However a "acre" contains 43560 "square feet".
An acre is over 43 thousand square feet in area. It is a unit of measure that was created to measure land.
one acre is equivalent to 4046.944557 square meter
A bigha is a measure of land area in Asia, of varying measurements, between a third of an acre and an acre.
A bigha is a measure of land area in Asia, of varying measurements, between a third of an acre and an acre.
acre area
Rood
you study material of M.SW. in Hindi
There can be no answer. Square acre is a measure in 4-dimensional hyperspace. Land is not 4-dimensional and we cannot perceive 4-d space.