Find the area of a rectangular plot one side of which measures 35 m the diagonals is 37 m
Answers
Answered by
128
Given :-
diagonal = 37 m
one of the side ' l ' (length) = 35 m
Let width (breadth) = x m

breadth (width) = 'x' m = 12m
Area of rectangle = length*breadth
= 35*12
= 420m sq.
diagonal = 37 m
one of the side ' l ' (length) = 35 m
Let width (breadth) = x m
breadth (width) = 'x' m = 12m
Area of rectangle = length*breadth
= 35*12
= 420m sq.
Attachments:

Answered by
58
The area = 420 m ^2.
Hope it helps ....
☺
Hope it helps ....
☺
Attachments:

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