In reality you may find that paint is only sold in 5 litre or 1 litre cans, the result is just over 11 litres. You can now work out the area of the two parts of the wall:Īrea of the rectangular part of the wall: 6.6 × 11.6 = 76.56m 2Īrea of the triangular part of the wall: (5.8 × 11.6) ÷ 2 = 33.64m 2Īdd these two areas together to find the total area:Īs you know that one litre of paint covers 10m 2 of wall so we can work out how many litres we need to buy: For example, the wall of a room may look like a square but when you measure it you find it is actually a rectangle. It is good practice to check that a shape is actually a square by measuring two sides. This is the same as saying length 2 or length squared. To find the area of a rectangle, multiply its height by its width.įor a square you only need to find the length of one of the sides (as each side is the same length) and then multiply this by itself to find the area. The simplest (and most commonly used) area calculations are for squares and rectangles. Squares and Rectangles and Parallelograms
#A rectangle area how to
The remainder of this page explains and gives examples of how to calculate the area of a shape without using the grid system.
Īlthough using a grid and counting squares within a shape is a very simple way of learning the concepts of area it is less useful for finding exact areas with more complex shapes, when there may be many fractions of grid squares to add together.Īrea can be calculated using simple formulae, depending on the type of shape you are working with. The area of this square is therefore 30.25cm 2.
#A rectangle area full
10 half grid squares (shaded in yellow) – 10 half squares is the same as 5 full squares.There are 25 full grid squares (shaded in blue).We can still calculate the area by counting grid squares. In this example the square does not fit exactly onto the grid.
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