Faiza A.

asked • 02/04/22

How to do this? please help me out

The diagram shows Pete’s plans for a kite, with vertices ABCD. How much material does he need to cover one side of the kite?


mediaabcd1537425560.png


Area=  square inches


1 Expert Answer

By:

David W. answered • 02/04/22

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Experienced Prof

Faiza A.

AE=12 EC= 20 Now we will take the area as twice or 2DE
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02/05/22

Jon S.

The length of AC is 12 + 30 = 42. Since BE is 5, the length of BD is 10. The area of a kite is 1/2 * the product of the length of the diagonals = 1/2 * 42 * 10 = 210.
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02/05/22

David W.

PLEASE BE CAREFUL !! Jon made a calculation error !! ... (√425)^2 = EC^2 + 25 ... So, EC^2 = 425 - 25 ... EC^2 = 400 ... EC=20 ... ... ... The areas of AEB=30, AEC=30, BEC=50, DEC=50. The area of this kite is 30+30+50+50 = 160. You were correct (AE=12 EC= 20). ... The formula Jon used is correct, but his calculation has an error. (1/2)(5+5)(12+20) = (1/2)(10)(32) = 160.
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02/06/22

Humar P.

I understand thx a lot
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02/06/22

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