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The speed limits on I-70 is 40-65 mph. A $ 10 fine is imposed on every mile above or below this speed limit.
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Suppose that a certain municipality uses the equation y=3(x-50)+30 to determine the fine assessed a car which exceeds the 50 mph
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i just really need help with c. i know a is $45 and b is 102 mph but i don't get c
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In a certain state, the maximum speed permitted on freeways is 65 mi/h and the minimum speed is 40 mi/h. The fine for violating
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The speed midway between the allowed values is (65+40)/2 = 52.5 with the allowable variation 12.5
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5.In a certain state the maximum speed permitted on freeways is 65 km/h and the minimum speed is 40 km/h. The fine for violating
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f(s) = 15(s-65) for s>65 15(40-s) for s<45 or f(s) = 15|s-52.5| if |s-52.5| > 12.5 f(s) = 0
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A bus makes a 10 mph journey through town . its top speed is 30 mph and its mean speed is 10 mph explain why theese speeds are
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Traffic prevented the bus from going very fast.
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Question 1: We are driving to an amusement park, and we want to make sure our car speed stays at or below 70 mph. Say which
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Answer 1: X ≤ 70 mph Answer 2: The graph of the inequality X ≤ 70 mph would be a closed circle
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A truck gets 377/x mpg when driven at a constant speed of x mph (between 25 and 75 mph). If the price of fuel is $1 per gallon
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To find the most economical speed to drive, we need to determine the cost per mile for each speed
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A truck gets 377/x mpg when driven at a constant speed of x mph (between 25 and 75 mph). If the price of fuel is $1 per gallon
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47
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A truck gets 377/x mpg when driven at a constant speed of x mph (between 25 and 75 mph). If the price of fuel is $1 per gallon
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To find the speed at which it is most economical to drive the truck, we need to determine the cost
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13. A boat cruises downstream for 2 hours before heading back. It takes 3.5 hours going upstream to get back. If the speed of
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See if you can explain my equation to yourself 3.5(x-8) = 2(x+8) then solve it, I got d)
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Unless otherwise posted, the speed limit in an urban district is ______ .
40 mph 30 mph 20 mph 15 mph
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30 mph
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