![]() Since a kite is thought of as a special rectangle or square, you can multiple the two diagonals together as though they were the height and width of a rectangle and divide it by two to get its area. KEY: Hence, you can use the rectangle formula instead of the kite formula to derive its area. NOTE: Note also that you could had folded the top or bottom instead of the left or right side of this kite. Plug them into the area formula and compute the area. ![]() When all sides have equal length, the kite will also be a rhombus or a square. Area of a Kite Fractions Type 1 Extend your session with these area of a kite worksheets presenting 40+ kites with the diagonal lengths offered as fractions and mixed numbers. The diagonals of a kite bisects perpendicularly to each other. You first learn how to compute the area for a geometric shape while you are in middle school. Area of a Kite Shape To find the area of a kite we must know the values of its diagonal. If you place a KITE inside of a box (a rectangle or a square) and fold the right or left side that are separated by a diagonal into the opposite side, you will get a rectangle or square that is half of the box that it is in. The aerodynamic forces on your kite depend directly on the surface area of the kite. ![]() The area is expressed in square units such as cm2, in2, m2, ft2, yd2, etc. DIAGONALS are lines (dashed) that cross at right angles and one of the diagonals bisects (cuts equally in half) the other. The area of a kite is the total space enclosed by it.Sides are said to be adjacent when they share a common endpoint. Bolster practice with these area of a kite worksheets offering problems as figures and in word format with two levels.
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