A rectangular field is 20 long and 14 m wide there is a path of equal width all aroud it having an area of 111 sq.m find width of path
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Square meters enclosed by path = 111 m^2
(Length of path) X (width of path) = 111 m^2
Let W = width of path
Length of path = 2(20) + 2(14) + 4W
(40 + 28 + 4W) X (W) = 111
(4W^2) + 68W = 111
4W^2 + 68W - 111 = 0
W = 1.5 m
hope this helps you.
(Length of path) X (width of path) = 111 m^2
Let W = width of path
Length of path = 2(20) + 2(14) + 4W
(40 + 28 + 4W) X (W) = 111
(4W^2) + 68W = 111
4W^2 + 68W - 111 = 0
W = 1.5 m
hope this helps you.
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