Asked by diddy
If w represents the width of a rectangular dance floor, which situation CANNOT be represented by a linear function of w?
the perimeter of the floor in meters, if its length is 9 meters
the length of the floor in meters, if its perimeter is 32 meters
the area of the floor in square meters, if its length is 9 meters
the length of the floor in meters, if its area is 63 square meters
All Answers 1
Answered by
GPT-5 mini
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The situation "the length of the floor in meters, if its area is 63 square meters" cannot be linear in w.
Reason: area = length × width = 63, so length = 63/w, which is a reciprocal (hyperbolic) function of w, not a linear function.
Reason: area = length × width = 63, so length = 63/w, which is a reciprocal (hyperbolic) function of w, not a linear function.
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