The approximate breakeven points of the given functions are 15 and 47.
The breakeven point is the point where the total revenue equals to total expenses.
At this point, there is no profit or loss. That is the net profit is zero and he net loss is zero.
From the given graph, the dashed line represents the expense function while the solid line represents the revenue function.
- The breakeven point occurs at the intersection of the expense and revenue line.
- The first breakeven point occurs at x = 15.
- The second breakeven point occurs at x = 47.
Thus, the approximate breakeven points of the given functions are 15 and 47.
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