Easy Rider bicycle rentals rents bicycles by the hour, according to the equation shown, where C** is the cost for h hours.

C⁡(h)=7.00+6.25⁢h

What is the meaning of 7 in this equation?

Responses

It is the number of hours a bicycle is rented.

It is the number of hours a bicycle is rented.

It is the cost to rent a bicycle for 6.25 hours.

It is the cost to rent a bicycle for 6.25 hours.

It is the number of hours a bicycle can be rented in order for the total cost to be $⁢6.25.

It is the number of hours a bicycle can be rented in order for the total cost to be $ 6.25 .

It is the base amount someone renting a bicycle pays, in addition to $⁢6.25 for each hour of rental.

In the equation $ C(h) = 7.00 + 6.25h $, the number **7** represents the base amount that someone renting a bicycle pays, in addition to the $6.25 charged for each hour of rental. This means that regardless of how many hours the bicycle is rented, there is an initial cost of $7.00.

So, the correct response is:
**"It is the base amount someone renting a bicycle pays, in addition to $6.25 for each hour of rental."**

Would you like further details or have any questions?

Here are five related questions:
1. What is the total cost for renting a bicycle for 3 hours?
2. How much would it cost to rent a bicycle for 1 hour?
3. If someone pays $25, how many hours did they rent the bicycle for?
4. What is the meaning of the number 6.25 in the equation?
5. How would the equation change if the base amount increased to $10.00?

**Tip**: Always look for the base amount or fixed cost in such pricing equations to understand the initial expense.

Easy Rider bicycle rentals rents bicycles by the hour, according to the equation shown, where C is the cost for h hours. C(h) = 7.00 + 6.25h. What is the meaning of 7 in this equation?

Explore the meaning of the equation C(h) = 7.00 + 6.25h used to calculate the cost of renting a bicycle. Learn what the base cost of $7.00 means and how the cost increases by $6.25 for each hour of rental. Suitable for students in Grades 6-8.

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