- At Kelli's skateboard shop, customers pay an upfront fee of $$ \$ 12 $$ and then pay $$ \$ 3 $$ per hour for each hour they use the skateboard. Write a rental equation for the cost of renting a skateboard at Kelli's shop $$\nc=12+3 h \quad c=12+3(5)=12+36=48 \text{ }\$ $$

Question

UpStudy AI · Accepted Answer

To write the rental equation for the cost of renting a skateboard at Kelli's shop, we can break it down as follows:

1. **Identify the components of the cost:**
   - There is a fixed upfront fee of $$ \$ 12 $$.
   - There is a variable cost of $$ \$ 3 $$ for each hour of skateboard rental.

2. **Define the variables:**
   - Let $$ c $$ represent the total cost of renting the skateboard.
   - Let $$ h $$ represent the number of hours the skateboard is rented.

3. **Formulate the equation:**
   The total cost $$ c $$ can be expressed as:
   $$
   c = 12 + 3h
   $$

4. **Example calculation:**
   If a customer rents the skateboard for $$ 5 $$ hours, we can substitute $$ h = 5 $$ into the equation:
   $$
   c = 12 + 3(5)
   $$
   Now, calculate the cost:
   $$
   c = 12 + 15 = 27
   $$
   Therefore, the total cost for renting the skateboard for $$ 5 $$ hours is $$ \$ 27 $$.

So, the rental equation is $$ c = 12 + 3h $$, and for $$ 5 $$ hours, the cost is $$ \$ 27 $$.
The rental cost equation is $$ c = 12 + 3h $$. For 5 hours, the total cost is \$27.

At Kelli’s skateboard shop, customers pay an upfront fee of and then pay per hour for each hour they use the skateboard. Write a rental equation for the cost of renting a skateboard at Kelli’s shop

Solución de inteligencia artificial de Upstudy

Responder

Solución

Beyond the Answer

preguntas relacionadas

Latest Algebra Questions