To determine what can be interpreted from the slope of the earnings graph, we need to understand how the slope relates to units sold and earnings.
- The slope of a graph shows how much the dependent variable (in this case, earnings) changes with respect to the independent variable (units sold).
If the graph shows a linear relationship, the slope indicates the amount earned for each additional unit sold.
- If the slope is steep, it indicates that the employee earns a significant amount for each unit sold.
- If the slope is more gradual, the earnings per unit sold are lower.
Without seeing the actual graph, it's difficult to provide a definitive answer, but we can analyze the options given the typical context of such questions:
- Option A ("The employee earns an additional $1,000 for every one unit sold.") – This implies a very high earning per unit.
- Option B ("The employee earns an additional $100 for every ten units sold.") – This implies a lower earning per unit.
- Option C ("The employee earns an additional $31,000 for every ten units sold.") – This also implies a very high earning per unit.
- Option D ("The employee earns an additional $100 for every one unit sold.") – This indicates a clear, moderate earning per unit.
To choose the best option, we would need to know the actual slope value represented in the graph. Look for the amount that the earnings increase for each unit sold to make a decision.
However, based on the typical structure and the common values seen in such scenarios, if you are looking for a reasonable earning amount for every unit sold, Option D ("The employee earns an additional $100 for every one unit sold.") is often a typical conclusion in these contexts.
Please confirm the actual slope from the graph to make the most accurate choice.
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