Math, asked by praga04, 1 year ago

A field is in the form of a rhombus whose each side is 81 M and altitude is 25 m.find the area of a square field whose area is equal to that of the Rhombus find the difference in their perimeter

Answers

Answered by harjotsinghbhinder13
3
Area of rhombus=Base×Altitude
=81×25
=2025
Now,area of square=area of rhombus (given).
therefore,(a)²=2025
a=√2025
a=45

NOW, Perimeter of rhombus=4×81=324
and, Perimeter of square=4×45=180
so, the difference in their perimeters is
perimeter of rhombus- perimeter of square
324-180=144
HOPE IT IS HELPFUL!

praga04: why there is 'therefore (a)^2=2025
harjotsinghbhinder13: because area of square =2025
harjotsinghbhinder13: and formula of ar.of square =a²
harjotsinghbhinder13: so, a²=2025
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