Q1: An engineering graduate plans to buy a home. She has been advised that her monthly house and property tax payment should not exceed 34% of her disposable monthly income. After researching the market, she determines she can obtain a 25-year home loan for 6.95% annual interest per year, compounded monthly. Her monthly property tax payment will be approximately $175. What is the maximum amount she can pay for a house if her disposable monthly income is $2400?

An acquaintance asks Kara to borrow money today to help her repair her car. The person will be able to repay Kara $500 in one year, and Kara is fully expects she will be repaid on time (risk free).  If Kara requires a 5.0% return, what (largest) amount should she lend to her acquaintance?$525.00$495.00$475.00$476.19$471.43

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Conor is comparing two potential housing options. Conor plans to stay in the home for 4 years, after which he plans to move again. Conor earns 12% annually on his other investments. He determines the following information about each option: OPTION 1: Purchase a home • Purchase a $270,000 home with a 30-year fixed mortgage • Loan amount = $270,000 (100% financing) • Annual mortgage interest rate = 6.00% Monthly mortgage payments = $1,618.79 • Additional monthly costs (insurance, taxes, maintenance) = $350.00 • Real estate growth rate = 5% annually .