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James plans to rent a canoe. Store A charges a $30 flat fee plus $15 per hour, and store B charges $25 per hour. If James is planning to rent the canoe for 5 hours, which store should he pick to get the cheapest price? Explain your answer.

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Final answer:

James should pick Store A for the cheapest price of $105 for a 5-hour canoe rental, as opposed to Store B which would cost $125.

Step-by-step explanation:

To determine which canoe rental store offers the cheapest price for James, we need to calculate the total cost for each store and compare them.

For Store A, the cost is a $30 flat fee plus $15 per hour. For 5 hours, the calculation will be:

  • Cost for Store A = $30 + ($15 × 5 hours) = $30 + $75 = $105.

For Store B, the cost is $25 per hour with no flat fee. The total cost for 5 hours will be:

  • Cost for Store B = $25 × 5 hours = $125.

Comparing the totals, we can see that Store A offers the cheaper rate for a 5-hour rental at $105, whereas Store B would cost James $125. Therefore, James should pick Store A to get the cheapest price.

To find the cheapest store to rent a canoe from, we need to compare the total cost at each store.

Store A

Store A charges a $30 flat fee plus $15 per hour. Since James plans to rent the canoe for 5 hours, the total cost at Store A is calculated as follows:

Total Cost = Flat Fee + (Hourly Rate * Number of Hours)

Total Cost = $30 + ($15 * 5) = $30 + $75 = $105

Store B

Store B charges $25 per hour. So the total cost at Store B for renting the canoe for 5 hours is:

Total Cost = Hourly Rate * Number of Hours = $25 * 5 = $125

Therefore, Store A is the cheaper option with a total cost of $105, compared to Store B's total cost of $125.

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