Find the perimeter of the field:
The dimensions are given in meters.
Perimeter = 27 +27 +18 +18 = 90 meters.
The price is given in price per yards, so now convert meters to yards:
1 meter = 1.09361 yards
90 meters x 1.09361 = 98.4252 yards.
Now multiply total yards by price per yard:
98.4252 x 12 = $1,181.10
Fencing costs to enclose the field is $1,177.20
Perimeter of rectangle is defined as addition the lengths of the rectangle's four sides.
Given,
lenght of rectangular field (a) = 27 m
and width of rectangular field (b) 18 m wide
Perimeter of field = 2(a) + 2(b) = 2(27)+2(18) = 90 m
The price is given in price per yards, so now convert meters to yards
∵ 1 meter = 1.09 yards
∴ 90 meters x 1.09 = 98.1 yards.
Given that, fencing costs $12 per yard
So, 98.1 x 12 = $1,177.20
Hence, fencing costs to enclose the field is $1,177.20
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