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Finite math having to do with mortgages? anyone?
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The Johnsons have accumulated a nest egg of $30,000 that they intend to use as a down payment toward the purchase of a new house. Because their present gross income has placed them in a relatively high tax bracket, they have decided to invest a minimum of $1200/month in monthly payments (to take advantage of the tax deduction) toward the purchase of their house. However, because of other financial obligations, their monthly payments should not exceed $1500. If local mortgage rates are 8.5%/year compounded monthly for a conventional 30-year mortgage, what is the price range of houses they should consider? find the least expensive and the most expensive
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