A firm is considering three capacity alternatives: A$,$ B$,$ and C$.$ Alternative A would have an annual fixed cost of $$102000$ and variable costs of $$26$ per unit. Alternative B would have annual fixed costs of $$128000$ and variable costs of $$28$ per unit. Alternative C would have fixed costs of $$80000$ and variable costs of $$38$ per unit. Revenue is expected to be $$51$ per unit.

Compute all three Breakeven Points. What is the value of the lowest break$-$even quantity?

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Compute the Profit for $10000$ units for all three alternatives. What is the highest profit that could be made for an annual output of $10000$ units?

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For each alternative, compute the volume required to generate a profit of $$80000.$ What is the lowest volume of output required to generate an annual profit of $$80000?$

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