To determine the correct graph that shows the relationship between the amount of salami purchased (112 pounds) and its cost ($3.75), we need to focus on the coordinates that represent this relationship.
The key points are:
- Amount in pounds (x-axis): 112
- Cost in dollars (y-axis): 3.75
Since none of the provided graphs seem to have coordinates that match this relationship (as everything is scaled between 0 to 4), we can simplify the relationship based on proportion:
Calculate the price per pound:
- Cost per pound = Total cost / Total pounds = $3.75 / 112 = approximately $0.0335 per pound.
However, based on the scales of the graphs, we can only focus on the way points are being calculated, which seems inadequate given the values.
From the provided options, none specifically represent the 112 pounds and $3.75 directly due to the scaling limitations. However, a point on the other graphs could be identified closer to a simplified small scale of the cost (which would be related to the function of prices and weights).
Nevertheless, look for the graph that passes close or aligned towards the point that reflects a realistic approximation of cost and weight if the scales were to stretch.
Since I don't see a valid selection that represents the larger scale (112 pounds), it seems identifying from above graphs may require additional scaling. You could aim for the one with 3.75 marked on the y-axis with a proportional relation to weight, which isn’t provided correctly in this case.
Please double-check if there's another context for more possible selections or any ranges beyond those shown.