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Breakeven and Target-Point Analysis: Construction You are the financial analyst for a construction firm studying the feasibility of a new apartment complex in College Station.

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Breakeven and Target-Point Analysis: Construction You are the financial analyst for a construction firm studying the feasibility of a new apartment complex in College Station. They need to understand the profitability of the units and the potential effects from fixed costs during construction. These are your estimates of the market and the costs to get there. Units Sold: 310 Rent per Unit: 1600$ per month Variable Cost per Unit: 90,000$ Fixed Cost: 6,400,000$ Discount Rate: 5% per year, compounded monthly Using a 10-Year outlook for rent payments, find the Present Value of a unit, then find the Net Profit/Loss for each unit sold, lastly, find the Net Profit/Loss after taking into account fixed costs. In other words, how much in total would the construction firm earn/lose in this scenario? Answers: PV of Unit: $150,850.16 Net Profit/Loss Per Unit Sold = 150,850.16 - 90,000 = $60,850.16 Total Earnings = 18,863,549.6-6,400,000 = $12,463,549.60 You need to find the breakeven level for Units Sold, Variable Cost, and Fixed Cost, holding all other levels constant for each analysis. (In other words, how many units sold result in a net income of zero? What level of fixed costs results in zero? What cost per unit sold (variable cost) will results in a net income of zero, all else at average values?) Answers: Units Sold Breakeven: 105.18 Units Sold Variable Cost Breakeven: $130,205 Fixed Cost Breakeven: $18,863,549.60 Now the company doesn't just want to turn a profit, they want to turn a profit worthy of the time and effort put into this facility's construction, so they want you to run a Target- Point analysis for those same three factors. They want to hit a Net Profit level of at least 6,500,000$ Use that target and find the target level for Units Sold, Variable Cost, and Fixed Cost. Answers: Units Sold Target: 211.99 units Variable Cost Target: 109,237.26$ Fixed Cost Target: 12,363,549.6$

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