» Area of a Rectangle Calculator


Rectangle area calculator: find the area of a rectangle from length and width, perimeter and one side, or diagonal and one side. You can also solve missing rectangle dimensions from the area.

Use this rectangle area calculator to find the area from length and width, from perimeter and one side, or from diagonal and one side.

The standard rectangle area formula is A = l x w. To find rectangle area from perimeter and side, the calculator uses A = s(P/2 - s). To find rectangle area from diagonal and side, it uses the Pythagorean theorem.

It also supports reverse solving. If you already know the area together with the perimeter or diagonal, the calculator can find the missing rectangle dimensions and show the shorter side as Side and the longer side as Length.


Initial Data


Area of a rectangle formula

$$A= l \times w$$







Area of a Rectangle Calculator FAQs

What is the formula for the area of a rectangle?
The basic rectangle area formula is A = l x w, where l is the length and w is the width.

How do I calculate the area of a rectangle from length and width?
Multiply the length by the width. For example, if the length is 10 cm and the width is 6 cm, the area is 60 cm^2.

Can I find the area of a rectangle from perimeter and one side?
Yes. If you know one side s and the perimeter P, first find the other side as P/2 - s, then calculate the area with A = s(P/2 - s). This is the standard way to solve rectangle area from perimeter and side.

Can I calculate the area of a rectangle from diagonal and one side?
Yes. If you know one side s and the diagonal d, use the Pythagorean theorem to find the other side, then calculate the area with A = s x sqrt(d^2 - s^2).

Can I find rectangle side lengths from the area?
Yes. Switch the active input, enter the area and the required known value, and the calculator will solve the missing dimensions. In perimeter and diagonal modes, it shows the shorter side as Side and the longer side as Length.

What if I know the area and perimeter of a rectangle?
The calculator can solve the two valid side lengths from the area and perimeter using the reverse formula s = (P ± sqrt(P^2 - 16A)) / 4. It shows the shorter result as Side and the longer result as Length.

What if I know the area and the diagonal of a rectangle?
The calculator can solve the two valid side lengths from the area and diagonal using the reverse diagonal relation. It shows the shorter result as Side and the longer result as Length.


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