A square and a rectangular field has the same perimeters. The dimensions of rectangular field are 120m × 90m. Find out which field has the greater area.
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Answer:
THE AREA OF RECTANGLE IS MUCH LARGER THAN THE AREA OF SQUARE
Step-by-step explanation:
ACCORDING TO QUESTION
PERIMETER OF RECTANGLE= PERIMETER OF SQUARE
2(L+B) = 4× SIDE
2(120 + 90)= 4×SIDE
2×110= 4 ×SIDE
220÷4= SIDE
.
. . Side = 55 m
Now area of rectangle= L×B
=> 120×90
=> 10800 m^2
now area of square= side ^2
=> 55×55
=> 3025 m^2
therefore area of rectangle is more greater than area of square
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