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Enter the formula in the tan shaded boxes to compute the monthly payment: Break even is when the number of units sold, results in a
Enter the formula in the tan shaded boxes to compute the monthly payment: | ||||||||||||
Break even is when the number of units sold, results in a net profit of -0-. Using goal seek, how many units must we sell to break even? | ||||||||||||
Price of House | 250,000 | |||||||||||
Down Payment % | 20% | Units Sold | 10,000 | |||||||||
Down Payment | Sales Price per Unit | $ 10 | ||||||||||
Home Loan Amount | Total Sales | |||||||||||
Purchase price rer unit | $ 6 | |||||||||||
Annual Interest Rate | 4.20% | Total Cost of Good Sold | ||||||||||
Monthly Interest Rate | Gross Margin (Sales-Cost) | |||||||||||
Number of Years | 15 | |||||||||||
Number of Months | Administrative Costs | $ 50,000 | ||||||||||
Monthly Payment | Net profit (GM-Admin) | |||||||||||
After you have entered the formulas, please copy and paste into the 4 boxes below: | ||||||||||||
Using Goal seeking, find the cost of the house you could buy with a $2,000 monthly payment. | Using Goal seeking, find the annual interest rate that would reduce your monthly payment to $1,450. | Using Goal seeking, find the down payment % you must pay to reduce your monthly payment to $1,250. | Using Goal seeking, find the number of years the loan would need to be to reduce your monthly payment to $1,250. | |||||||||
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