You cannot.
Suppose the area is X square units.
Let S = sqrt(X) units
Then the area of an SxS square will be X sq units.
Let L be ANY number greater than S
and let B = X/L
Then the area of each LxB rectangle will be X square units. Hence the indeterminacy.
That would depend on the length of the rectangle which has not been given but the area of a rectangle is length times width
Divide the area by the width and it will give you the length.
by appying 2l+2w
You cannot.
You can't. If I tell you the width, the length can still be anything at all.
Given what? Probably measure it
To find the depth of a rectangle given the length, width, and volume, you first need to determine the formula for the volume of a rectangular prism, which is length x width x depth. Then, you can rearrange the formula to solve for the depth by dividing the volume by the product of the length and width. This will give you the depth of the rectangle.
That would depend on the length of the rectangle which has not been given but the area of a rectangle is length times width
You would also need to know the area of rectangle, along with the width in order to determine the length of the rectangle.
For a rectangle, area equals length times width. To find the length given the width and area, divide the area by the width.
measure them.
the area of a rectangle = length x widthwe can rearrange this to give uslength of a rectangle = area/ width
Divide area by length and that gives you width.
Divide the area by the width and it will give you the length.
by appying 2l+2w
You cannot.
If a rectangle has its length equal to its width, then all four sides are of equal length and it is a square.