Question
A local store is selling heaters. The graph represents the profit made as a function of the number
of heaters sold. What is the minimum number of heaters that must be sold for the store to break
even (have a profit of $0)?
(1 point)
20 heaters
40 heaters
0 heaters
27 heaters
of heaters sold. What is the minimum number of heaters that must be sold for the store to break
even (have a profit of $0)?
(1 point)
20 heaters
40 heaters
0 heaters
27 heaters
Answers
GPT-4o mini
To determine the minimum number of heaters that must be sold for the store to break even (where profit is $0), you would need to analyze the graph that represents profit as a function of the number of heaters sold.
Since I don't have access to the graph, I can't provide a specific answer based on its visual data. However, to find the break-even point, you would look for the point on the graph where the profit line intersects the horizontal axis (where profit equals $0).
If the options given are:
- 20 heaters
- 40 heaters
- 0 heaters
- 27 heaters
You would need to check the graph to see which value corresponds to the point where the profit line crosses the horizontal axis. That value would be your answer for the minimum number of heaters that must be sold to break even.
If you have any specific details or data from the graph, you can share that, and I can help you further.
Since I don't have access to the graph, I can't provide a specific answer based on its visual data. However, to find the break-even point, you would look for the point on the graph where the profit line intersects the horizontal axis (where profit equals $0).
If the options given are:
- 20 heaters
- 40 heaters
- 0 heaters
- 27 heaters
You would need to check the graph to see which value corresponds to the point where the profit line crosses the horizontal axis. That value would be your answer for the minimum number of heaters that must be sold to break even.
If you have any specific details or data from the graph, you can share that, and I can help you further.