To solve this problem, we need to find the costs for Francesca and Phil based on the number of hours they rented bicycles and the cost per hour.
Given:
- Francesca rents a bicycle for 2 hours.
- Phil rents a bicycle for 6 hours.
- The cost per hour is [tex]$13.
First, let's calculate the cost for Francesca:
\[ \text{Francesca's cost} = 2 \text{ hours} \times \$[/tex]13 \text{ per hour} = \[tex]$26 \]
Next, let's calculate the cost for Phil:
\[ \text{Phil's cost} = 6 \text{ hours} \times \$[/tex]13 \text{ per hour} = \[tex]$78 \]
To find out how much more Phil pays compared to Francesca, we subtract Francesca's cost from Phil's cost:
\[ \text{Difference in cost} = \$[/tex]78 - \[tex]$26 = \$[/tex]52 \]
Thus, the amount that Phil pays more than Francesca is:
[tex]\[ \$52 \][/tex]
