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A square lawn is surrounded by a concrete path 2m wide. if the lawn has sides of length 'x' metres, find, in terms of 'x': (The area of the concrete path is 1 1/4 times that of the lawn) a) the area of the lawn b) the area of the concrete path. c) Write and equation that can be used to find 'x'. d) solve this equation to find the dimensions of the lawn
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area of lawn=(x)times(x) because area of square is (sidexside)
Here use this equation like \[ Area of \square lawn=[area of path-4*(widthof path)^2/4*width of path]^2\]
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