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On Rural Highways, the Average Speed S (In Miles Per

Question 29

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On rural highways, the average speed S (in miles per hour) is related to the amount of curvature C (in degrees) of the road. Suppose that on a straight road (C = 0) , the average speed is 47.5 miles per hour and this decreases by 0.65 mph for each additional degree of curvature. Find the formula expressing S as a linear function of C.


A) S = 0.65C + 47.5
B) S = 47.5C + 0.65
C) S = 47.5C - 0.65
D) S = -0.65C + 47.5 On rural highways, the average speed S (in miles per hour)  is related to the amount of curvature C (in degrees)  of the road. Suppose that on a straight road (C = 0) , the average speed is 47.5 miles per hour and this decreases by 0.65 mph for each additional degree of curvature. Find the formula expressing S as a linear function of C. A) S = 0.65C + 47.5 B) S = 47.5C + 0.65 C) S = 47.5C - 0.65 D) S = -0.65C + 47.5

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