At Cycle and Sport: Renting Bikes, Electric Scooters, and More!

Welcome to Cycle and Sport!

Cycle and Sport offers an exciting range of rental options for outdoor enthusiasts. Customers can enjoy exploring the outdoors by renting bikes, electric scooters, kayaks, canoes, or paddleboards by the hour. Whether you're looking for a leisurely bike ride or an adventurous kayak trip, we've got you covered!

Mr. Thompson's Rental

Mr. Thompson is planning a fun-filled day with his family at Cycle and Sport. He has decided to rent a kayak and a paddleboard for their outdoor adventure. To make the most of his visit, Mr. Thompson also has a coupon for $10 off his rental. Let's calculate the total cost for his kayak and paddleboard rental!

Calculating the Total Cost

To calculate the total cost for Mr. Thompson's rental, we need to consider the hourly rates for renting a kayak and a paddleboard. Let's assume the hourly rate for renting a kayak is 'k' dollars and the hourly rate for renting a paddleboard is 'p' dollars.

The expression representing the total cost for Mr. Thompson to rent a kayak for 'K' hours and a paddleboard for 'P' hours, assuming 'K' and 'P' are the respective hourly rates, would be:

(k * K) + (p * P) - 10

Understanding the Calculation

The total cost calculation includes multiplying the hourly rates for renting a kayak and a paddleboard by the number of hours each equipment is rented. The coupon for $10 off is then subtracted from the total cost to get the final amount.

While we don't have the specific hourly rates for the kayak and paddleboard in this scenario, the formula (k * K) + (p * P) - 10 provides a general representation of the total cost with the $10 discount included.

O7 < 4: Which expression represents the total cost for Mr. Thompson to rent a kayak for K hours and a paddleboard for P hours? The expression representing the total cost for Mr. Thompson to rent a kayak for 'K' hours and a paddleboard for 'P' hours, assuming 'K' and 'P' are the hourly rates respectively, would be (k * K) + (p * P) - 10, considering his $10 coupon.
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