Paul and Paula are purchasing a home for a price of $500,000. To avoid paying mortgage insurance, they will make a down payment of 20% of the price or $100,000. They will finance the remaining $400,000 with a 30-year, monthly payment, amortized mortgage at a fixed 7.2% nominal interest rate, with the firs payment due in one month. What will the size of their monthly payment be?

Paul and Paula are purchasing a home for a price of $500,000. To avoid paying mortgage insurance, they will make a down payment of 20% of the price or $100,000. They will finance the remaining $400,000 with a 30-year, monthly payment, amortized mortgage at a fixed 7.2% nominal interest rate, with the firs payment due in one month. What will the size of their monthly payment be?

Essentials Of Investments

11th Edition

ISBN:9781260013924

Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Chapter1: Investments: Background And Issues

Section: Chapter Questions

Problem 1PS

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Chuck Wells is planning to buy a Winnebago motor home. The listed price is $155,000. Chuck can get a secured add-on interest loan from his bank at 7.45% for as long as 60 months if he pays 15% down. Chuck's goal is to keep his payments below $3,600 per month and amortize the loan in 42 months. (a) Find Chuck's monthly payment (in $) with these conditions. (Round your answer to the nearest cent.) $ Can he pay off the loan and keep his payments under $3,600? Yes, under these conditions, Chuck will meet his goal.No, the monthly payment is too high. (b) What are Chuck's options to get his payments closer to his goal? (Select all that apply.) try to negotiate a lower interest ratemake a higher down paymenttry to bargain for a higher sale pricetry to bargain for a lower sale pricemake a lower down paymenttry to negotiate a higher interest rate (c) Chuck spoke with his bank's loan officer, who has agreed to finance the deal with a 6.95% loan if Chuck can pay 20% down. What…
Todd Foley is applying for a $290,000 mortgage. He can get a $2,030 monthly payment for principal and interest and no points, or a $1,827 monthly payment with 4 points? How many months will it take Todd to cover the cost of the discount points if he takes the lower monthly payment?
Ann Is buying a new home for $365,000. She is choosing between 2 loan options. Loan A is a 15-year mortgage at 5% annual interest with a $25,000 down payment and $2688.70 monthly payment. Loan B is a 30-year mortgage at 4% annual interest with a $10,000 down payment and a $1694.82 monthly payment. Which loan has the lowest total cost? a Loan A is lower cost as it is approximately $111,170 less expensive than Loan B. b Loan B is approximately $87,235 less expensive than Loan A. c Loan B is approximately $52,379 less expensive than Loan A. d Loan A is approximately $102,473 less expensive than Loan B.
Chuck Wells is planning to buy a Winnebago motor home. The listed price is $185,000. Chuck can get a secured add-on interest loan from his bank at 7.35% for as long as 60 months if he pays 15% down. Chuck's goal is to keep his payments below $4,300 per month and amortize the loan in 42 months. (a) Find Chuck's monthly payment (in $) with these conditions. (Round your answer to the nearest cent.) $ 4257.64 × Can he pay off the loan and keep his payments under $4,300? Yes, under these conditions, Chuck will meet his goal. No, the monthly payment is too high. (b) What are Chuck's options to get his payments closer to his goal? (Select all that apply.) □ □ □ □ □ make a lower down payment try to bargain for a lower sale price make a higher down payment try to negotiate a higher interest rate try to bargain for a higher sale price try to negotiate a lower interest rate
You are borrowing $250,000 to buy a house, using a standard, 30-year mortgage. Your mortgage lender offers a 5.50% mortgage with no points, or an X% mortgage with 0.80 points. You plan on living in the house for exactly 31 months, paying only the required payment each month, and without refinancing your mortgage. What rate for the mortgage with points will make you indifferent between the two mortgages? Calculate a nominal rate, with monthly compounding. Use the 5.50% rate to discount cash flows between the two options. Note: all rates in the problem are nominal annual rates with monthly compounding. Recall, 1 point is 1% of the mortgage. Enter your answer in decimal format, to 4 decimal places. truncated. For example, if your answer is 5.518%, answer "0.0551".
You are borrowing $250,000 to buy a house, using a standard, 30-year mortgage. Your mortgage lender offers a 5.50% mortgage with no points, or a 5.20% mortgage with X points. You plan on living in the house for exactly 84 months, paying only the required payment each month, and without refinancing your mortgage. What points will make you indifferent between the two mortgages? Use the 5.50% rate to discount cash flows between the two options. Note: all rates in the problem are nominal annual rates with monthly compounding. Recall, 1 point is 1% of the mortgage. Carry your answer to 2 decimal places. For example, if your answer is 1.255 points, answer "1.26". a
The McBertys have $20,000 in savings to use as a down payment on a new home. They also have determined that they can afford between $1,500 and $1,800 per month for mortgage payments. If the mortgage rates are 11% per year compounded monthly, what is the price range for houses they should consider for a 30-year loan? (Enter solutions from smallest to largest. Round your answers to the nearest cent.)$ to $
Dave and his Partner decide to buy a house price of $730,000. they put 20% down, and their mortgage is 4.98 compounded monthly amortized over 25 years. what is thier monthly payment?
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You have just taken out a mortgage of $50,000 for 30 years, with monthly payments at 6% interest. The same day you close on the mortgage you receive a $25,000 gift from your parents to be applied to the mortgage principal. What amount of time will now be required to pay off the mortgage if you continue to make the original monthly payments? What is the amount of the last payment? (Assume any residual partial payment amount is added to the last payment.)

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