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A 50m by 120m park consists of a rectangular lawn surrounded by a path of uniform width. Find the dimensions of the lawn if its area is the same as the area of the path.
first, let x = path width
draw a diagram to help
the area of the lawn is (50-2x)(120-2x) and the path area is (50)(120) - (50-2x)(120-2x)
the area of the lawn is (50-2x)(120-2x) and the path area is (50)(120) - (50-2x)(120-2x)
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and since lawn area= path area, solve and you get x= 10 and 75
but 75 is irrelevant so keep x=10 as path width
then just plug back into the dimensions of the lawn and you get the answer, w= 30m andd length = 100 m
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