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You currently pay $10,000 per year in rent to a landlord for a $100,000 house, which you are considering purchasing. You can qualify for a loan of $80,000 at 9% if you put $20,000 down on the house. To raise money for the down payment, you would have to liquidate stock earning you a 15% return. We neglect other concerns, like closing costs,
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- You currently pay $10,000 per year in rent to a landlord for a $100,000 house, which you are considering purchasing. You can qualify for a loan of $80,000 at 9% if you put $20,000 down on the house. To raise money for the down payment, you would have to liquidate stock earning a 15% return. Neglect other concerns, like closing costs, capital gains, and tax consequences of owning, and determine whether it is better to rent or own.You currently pay $10,000 per year in rent to a landlord for a $100,000 house, which you are considering purchasing. You can qualify for a loan of $80,000 at 9% if you put $20,000 down on the house. To raise money for the down payment, you would have to liquidate stock earning a 15% return. Neglect other concerns, like closing costs, capital gains, and tax consequences of owning, and determine whether it is better to rent or own and explain why.Suppose that you invest $50,000 into a downpayment on a $250,000 house, which has a price appreciation of 3% per year. Your mortgage is fixed at $ 36,000 per year, and your tenants pay you $24,000 per year. Property taxes, maintenance, and other expenses cost $5,000 per year. Suppose that after 25 years, you sell your property. Would it have been better to invest $ 50,000 in the stock market, assuming it has returns of 9% per year over the same time period (25 years)? Why? Show your calculations and justify your answer. For the purposes of this question, suppose that inflation is zero.
- Your annual income is $75,000 and you have $53,000 cash to cover down payment and closing cost of buying a house. You are looking at a house priced at $300,000 with monthly real estate tax and insurance cost amounting to $375. The lender will accept a down payment of 15% and the mortgage rate is 5%. You have the funds to cover the estimated closing cost of $6500 and down payment. You have no other debt. Given the costs associated with the purchase of the above house and the mortgage rate, will you be able to take a 30-year mortgage under rule 28 to finance the purchase of this house with your income? What would be the highest house value you can afford with your income if the costs associated with the purchase are the same as in (a)?Your annual income is $75,000 and you have $53,000 cash to cover down payment and closing cost of buying a house. You are looking at a house priced at $300,000 with monthly real estate tax and insurance cost amounting to $375. The lender will accept a down payment of 15% and the mortgage rate is 5%. The estimated closing cost is $6500. You have no other debt. Given the costs associated with the purchase of this house, mortgage rate, will you be able to take a 30-year mortgage to finance the purchase of this house with your income?The Potters want to buy a small cottage costing $120,000 with annual insurance and taxes of $740 and $2200, respectively. They have saved $15,000 for a down payment, and they can get a 6%, 25-year mortgage from a bank. They are qualified for a home loan as long as the total monthly payment does not exceed $1000. Are they qualified? What is the total monthly payment?
- You are thinking about buying a house.You find one you like that costs $200,000. You learn that your bank will give you a mortgage for $160,000 and that you would have to use all of your savings to make the down payment of $40,000. You calculate that the mortgage payments, property taxes, insurance, maintenance, and utilities would total $950 per month. Is $950 the cost of owning the house? What important factor(s) have you left out of your calculation of the cost of ownership, if any?A couple wants to purchase a $170,000 house, and they have enough saved for a 5% down payment and money for other closing costs. The bank is offering a 30-year mortgage at 5.35% interest, compounded monthly. The couple has an annual after-tax income of $85,000 and other debts totaling $850 per month. Because their down payment is less than 20%, they are required to pay for private mortgage insurance, which costs 1% of the loan amount each year.(a) If the maximum debt-to-income ratio (total monthly debt divided by after-tax monthly income) is 43%, can the couple afford to purchase the home? (b) If the couple lives in the house for 30 years, what is the total amount paid for the house, including down payment, principal, interest, and private mortgage insurance?
