find the perimeter of the rectangle whose length is 75m and diagonal is 85m
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Answer:
simple hai bro
Explanation:
let the diagnol be our hypotenuse therefore
and length as our base
therefore by Pythagoras theorem
hypotenuse ² = base²+perpendicular ²
subtituting the value we get
85²= 75²+ x² (let our perpendicular be x)
7225=5625+x²
7225-5625 = x² (substituting values to find x)
therefore x = √1600
that is x= 40 cm
Now subtituting the values we get
perimeter of rectangle= 2(l+b)
2(75+40)
2(115)
230 cm
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