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Select the correct answer.
Gas station A has posted a chart that shows the price of gasoline in terms of the number of gallons.

Gallons price

3 9.15

5 15.25

7 21.35

Gas station B has an equation that represents the price, p, for gallons, g, of gasoline as p = $3.08g.

Which gas station sells gasoline at a lower rate? What price does it charge?

A.
Gas station A sells gasoline at a lower rate. Its price is $3.08 per gallon.
B.
Gas station B sells gasoline at a lower rate. Its price is $3.05 per gallon.
C.
Gas station A sells gasoline at a lower rate. Its price is $3.05 per gallon.
D.
Gas station B sells gasoline at a lower rate. Its price is $3.08 per gallon.
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In order to determine which gas station sells gasoline at a lower rate, we need to calculate the price of one gallon at each gas station using the given information.

Given that:

For Gas station A, the price of 3 gallons is 9.15, so we can calculate the price of 1 gallon as:

price of 1 gallon = 9.15/3 = $3.05

For Gas station B, the equation that represents the price, p, for gallons, g, of gasoline as p = $3.08g. To calculate the price of 1 gallon, substitute g = 1 into the equation:

p = $3.08g

price of 1 gallon = $3.08 × 1 = $3.08

The price of 1 gallon in Gas station A ($3.05) is less than the price of 1 gallon Gas station B ($3.08).

Therefore, Gas station A sells gasoline at a lower rate. Its price is $3.05 per gallon. Option C is the answer

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