![]() ![]() Area of a Rectangle by Diagonal:Īrea of a Rectangle by a Diagonal: As was already established, a rectangle is split into two right-angled triangles by a diagonal. Step 4: The rectangle has a 100-square-unit area. Step 2: Use the formula area of rectangle = length x breadth. Step 1: Given that the rectangle’s length is 20 units and its width is 5 units We will determine the area of a rectangle with dimensions of 20 units in length and 5 units in width. Example:Ĭonsider the following example to better understand how to determine a rectangle’s area. Step 4: Write the outcome in square units. Step 3: Multiply the values to obtain the result. Step 2: Enter the values into the length x width rectangular area formula. Step 1: note the dimensions of the rectangle that was provided in the questions. You won’t ever have a problem with faults in your solutions if you carefully follow these procedures. The steps for calculating a rectangle’s area are listed below. ![]() ⇒ Area (ABCD) = b × h Steps on how to Calculate Area of Rectangle? The rectangle is split into two identical right-angled triangles by the diagonal AC. For instance, a diagonal is drawn from vertex A to vertex C in the rectangle ABCD that is given. Since the lengths are multiplied together, the measurement will be in “square inches.”Īn alternative method for calculating a rectangle’s area is to divide it into two right triangles of equal size. The result of multiplying 6 by 8 is 48, which is the area of ABCD. Here, AB measures 8 inches in length while BC measures 6 inches. Using this method, we also discover that the area of a rectangle is always equal to the sum of its two sides. The total number of unit squares that make up a rectangle ABCD is its area.ĪBCD rectangle in unit squares, each measuring one square inchĪs a result, the rectangle ABCD has a total area of 48 square inches. As indicated, divide the rectangle ABCD into unit squares. We utilize the unit squares to calculate a rectangle’s area. Area “A” is written as though the rectangle’s length were “a” and its width were “b.”Ī = a x b (square units) Calculating the Area of a Rectangle: We can calculate the area of a rectangle using the product of its length and breadth. The formula for rectangle area is as follows: This formula was solely used to get the area between the table you are studying and the room you are living in. ![]() Despite being straightforward, it is also one of the most effective formulas. One of the simplest mathematical formulas is the one we will study now, which calculates the area of a rectangle. In other words, a rectangle’s area is the two-dimensional area contained within its perimeter. This leads us to the conclusion that the area of a rectangle is the region that it sweeps or covers. The area of a given figure is the area that lies within its perimeter. The space that any closed figure sweeps or covers is referred to as the area. ![]()
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