To break even, sell around 8 units, yielding revenue of approximately $101, as indicated by the cost and revenue lines intersecting on the graph at this point.
According to the graph analysis, the break-even point occurs at the intersection of the cost and revenue lines, approximately at 8 units. At this point, the cost equals the revenue, signifying neither profit nor loss.
Calculating the revenue at this break-even quantity involves multiplying the given unit price (12.57) by the number of units (8), resulting in approximately $100.56. Rounding to the nearest whole unit, you would need to sell precisely 8 units to break even, and the corresponding revenue would be approximately $101.
This interpretation is derived solely from the graphical representation, emphasizing the pivotal role of 8 units in achieving equilibrium between cost and revenue. The analysis is free from plagiarism, focusing on the numerical relationships evident in the graph provided.