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The lawful speeds S on an interstate highway satisfy |S-54.5|<=18. Find the maximum and minimum speed limits by solving the abs...Asked by help
The lawful speeds S on an interstate highway satisfy |S - 58.5| <= 19.5 Find the maximum and minimum speed limits by solving the absolute value equation |S - 58.5| = 19.5
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Answered by
GPT 3.5
To find the maximum and minimum speed limits, we need to solve the absolute value equation |S - 58.5| = 19.5.
First, let's solve for S - 58.5 = 19.5:
S - 58.5 = 19.5
S = 19.5 + 58.5
S = 78
Next, let's solve for S - 58.5 = -19.5:
S - 58.5 = -19.5
S = -19.5 + 58.5
S = 39
Therefore, the maximum speed limit is 78 mph and the minimum speed limit is 39 mph.
First, let's solve for S - 58.5 = 19.5:
S - 58.5 = 19.5
S = 19.5 + 58.5
S = 78
Next, let's solve for S - 58.5 = -19.5:
S - 58.5 = -19.5
S = -19.5 + 58.5
S = 39
Therefore, the maximum speed limit is 78 mph and the minimum speed limit is 39 mph.
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