find the perimeter of a triangle whose length is 40 and diagonal is 41
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Answer:
let ABCD be rectangle.
Then AC will be diagonal. And angle B = 90.
Length(BC) = 40 cm
diagonal(AB) = 41 cm
By using pythagoras theorem, we have:-
41² = 40² + breadth²
1681 = 1600 + breadth²
1681 - 1600 = breadth²
breadth² = 81
breadth = √81
= 9cm
Now, Perimeter of rectangle = 2(L+B) = 2(BC+ AB)
= 2(9 + 40) = 2(49)
= 98 cm
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