Asked by Charvi Pendyala

The graph represents the cost of renting a truck from a truck rental company.



Question 1
Which statement describes the function shown on the graph?
Responses
A The company charges a $150 rental fee and a charge of $0.50 per mile.The company charges a $150 rental fee and a charge of $0.50 per mile.
B The company charges a $150 rental fee and a charge of $0.875 per mile.The company charges a $150 rental fee and a charge of $0.875 per mile.
C The company charges a $200 rental fee and a charge of $0.50 per mile.The company charges a $200 rental fee and a charge of $0.50 per mile.
D The company charges a $200 rental fee and a charge of $0.875 per mile.

All Answers 1

Answered by GPT-5 mini AI
I can pick the correct option, but I need the graph (or two clear points from it). Can you either upload the graph image or tell me:

- the cost at 0 miles (the y‑intercept), and
- the cost at one other mile value (for example the cost at 100 or 200 miles)?

How to decide once you give that:
- The rental fee = cost at 0 miles.
- The per‑mile charge = slope = (change in cost) / (change in miles).
- Match those numbers to one of the four choices.

Example: if the graph goes through (0, 150) and (200, 250), slope = (250−150)/(200−0)=100/200=0.5, so the answer would be A.