Madhav makes the kite using two piece of paper. 1st piece of paper is cut in the shape of square where one diagonal is of the length 33cm. At one of the vertex of this square a second piece of paper is attached which is of the shape of an equilateral triangle of length 6 cm to give the shape of a kite. Find the area of this kite
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Answer:
Step-by-step explanation:
Area of square = side^2
Diagonal = side * root2
33 = side * root2
Side = 33/ root 2
Area of square = (33/root2)^2 = 1089/2
= 544.5 cm^2
Area of equilateral triangle = root3 * side^2/4
= root3 (6^2)/4
= 9 root3
= 15.6 cm^2
Total area = 544.5 + 15.6 = 560.1 cm^2
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Answer:
Area of square = side^2
Diagonal side * root2
33 side root2
Side 33/ root 2
Area of square= (33/root2)^2 = 1089/2
= 544.5 cm^2
Area of equilateral triangle = root3 * side 2/4
= root3 (6^2)/4
= 9 root3
= 15.6 cm^2
Total area 544.5+ 15.6 560.1 cm^2
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