Let the length be 2x and the width be x:
2(2x+x) = 66 the perimeter in feet
4x+2x = 66
6x = 66
x = 11
Therfore: length = 22 feet, width = 11 feet and 22*11 = 242 square feet.
4 x 4
the length of a side of a square is the square root of the area of the square.
That depends what you want to calculate. To calculate the area, for a rectangular lot, just multiply length x width; in the special case of a square lot, this becomes length x length, or length square.
Is the plot a square? Or do you know the length of one side?I'm assuming a rectangular plot of land (which does NOT exclude it being a square, btw)You have to know either that it's a square, or the length of one side to answer the question.
Area = 10*20 = 200 square units
A square 14 ft on a side.
4Improved Answer:-30 feet of fencing will be needed
625 square feet.. the area would be a square rectangle with 25 feet of fencing on each side.
The dimensions are: The dimensions of the square are LW Length x width (srry about the last one)
To determine the amount of fencing needed for a 9,000 square foot lot, you first need to know the shape of the lot. Assuming a square shape, the perimeter can be calculated by finding the length of one side, which is the square root of 9,000 (approximately 94.87 feet). The perimeter would then be four times this length, totaling about 379.48 feet of fencing needed. If the lot has a different shape, you'll need to calculate the perimeter based on its specific dimensions.
4 x 4
That would probably be a 25x25 square with an area of 625 square feet.
There are 2 dimensions in a square, length and width, which are always the same, due to the nature of a square.
Yes but its length is rectangular
If it is a cube (basically a square) or a rectangular prism multiply the top, the length, and the base.
First of all you need to calculate the area of the rectangular field. You do this by multiplying the length by the width. 72m x 388m = 27,936m2 If a square (which has four equal sides of course) has the same area then we can calculate the length of a side by finding the square root of the above. 27,936m1/2 = 167.14m (to 2 decimal places).
If the prism is a rectangular parallelepiped (that is, all the angles are right angles), just add the squares of the 3 dimensions (length, width, and height) together, and take the square root. This involves 2 applications of the Pythagorean Theorem.