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A ride-sharing company charges $6 per mile plus a $10 surcharge during peak hours. Suppose Manish’s ride during peak hours costs $22. To determine how many miles he traveled dur…
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A ride-sharing company charges $6 per mile plus a $10 surcharge during peak hours. Suppose Manish’s ride during peak hours costs $22. To determine how many miles he traveled dur…
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Sep 2, 2023
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A ride-sharing company charges $6 per mile plus a $10 surcharge during peak hours. Suppose Manish’s ride during peak hours costs $22. To determine how many miles he traveled during this ride, solve for x in the following equation: 6x + 10 = 22
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Answer:
2 miles
Explanation:
6X + 10 = 22
X = (22-10)/6 = 12/6 = 2 miles
Kedar Mhaswade
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Sep 6, 2023
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Kedar Mhaswade
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