The table below gives the cost per person to rent a fishing charter boat. Find the rate of change given that it is constant. Also, explain what the rate of change means for this situation.





People

Cost ($)

2

110

3

165

4

220

5

275





(1 point)
Responses

The fraction one fifty fifth.
Image with alt text: The fraction one fifty fifth.

The fraction one hundred ten over one.
Image with alt text: The fraction one hundred ten over one.

The fraction one over two hundred seventy five
Image with alt text: The fraction one over two hundred seventy five

The fraction fifty five over one.
Image with alt text: The fraction fifty five over one.

The rate of change for this situation is $\frac{\$55}{1}$ or $\$55$. This means that for each additional person added to the fishing charter, the cost increases by $\$55.