Robert plans to take out a mortgage for a house he just bought for $1 million. Bank A is offering a 25-year mortgage at an annual percentage rate (APR), compounded monthly, of 4.5% and a 25% down payment. Bank B is offering a 30-year mortgage at an APR, compounded monthly, of 4.8% and a 10% down payment. (a) Calculate the monthly payment under Bank A's terms. (b) Calculate the monthly payment under Bank B's terms.

You plan to purchase a $320,000 house using a 15-year mortgage obtained from your bank. The mortgage rate offered to you is 5.20 percent. You will make a down payment of 15 percent of the purchase price. a. Calculate your monthly payments on this mortgage. b. (1) Construct the amortization schedule for the mortgage. b. (2) How much total interest is paid on this mortgage? Answer is not complete. Complete this question by entering your answers in the tabs below. Req A Req B1 Amortization Schedule Month 1 2 3 179 180 Construct the amortization schedule for the mortgage? (Do not round intermediate calculations. Round your answers to 2 decimal places. (e.g., 32.16)) Req 82 Total Interest Amortization Schedule for the 15-Year Mortgage Interest Cumulative Principal Principal 272,000.00 270,999.26 Cumulative Interest Ending Balance

Suppose you are buying your first condo for $190,000, and you will make a $10,000 down payment. You have arranged to finance the remainder with a 30-year, monthly payment, amortized mortgage at 3.5% nominal interest rate, with the first payment due in one month. What will your monthly payments be? You are not required to show calculations. However to receive credit you must provide the inputs used (N, PMT, FV, I/Y, PV) to solve. If you utilize a template, you can copy and paste the section used in the submission.      $808.28     $853.18     $527.78

You plan to purchase a $130,000 house using a 15-year mortgage obtained from your local credit union. The mortgage rate offered to you is 5.25 percent. You will make a down payment of 20 percent of the purchase price. a. Calculate your monthly payments on this mortgage. b. Construct the amortization schedule for the first six payments.

You purchase a house and obtain a 30-year loan of $198,000 at an annual interest rate of 8.30%. (Round your answers to the nearest cent.) (a) What is the mortgage payment?$ (b) What is the total of the payments over the life of the loan?$ (c) Find the amount of interest paid on the mortgage loan over the 30 years.$

John wants to buy a property for $121,250 and wants an 80 percent loan for $97,000. A lender indicates that a fully amortizing loan can be obtained for 30 years (360 months) at 9 percent interest; however, a loan fee of $4,800 will also be necessary for John to obtain the loan.   Required: a. How much will the lender actually disburse? b. What is the APR for the borrower, assuming that the mortgage is paid off after 30 years (full term)? c. If John pays off the loan after five years, what is the effective interest rate? d. Assume the lender also imposes a prepayment penalty of 2 percent of the outstanding loan balance if the loan is repaid within eight years of closing. If John repays the loan after five years with the prepayment penalty, what is the effective interest rate

You are considering an option to purchase or rent a single residential property. You can rent it for $2,000 per month and the owner would be responsible for maintenance, property insurance, and property taxes. Alternatively, you can purchase this property for $200,000 and finance it with an 80 percent mortgage loan at 4 percent fixed-rate interest that will fully amortize over a 30-year period. The loan requires monthly payments. The loan can be prepaid at any time with no penalty. You have done research in the market area and found that (1) properties have historically appreciated at an annual rate of 2 percent per year, and rents on similar properties have also increased at 2 percent annually; (2) maintenance and insurance are currently $1,500.00 each per year and they have been increasing at a rate of 3 percent per year; (3) you are in a 24 percent marginal tax rate and plan to occupy the property as your principal residence for at least four years; (4) the capital gains exclusion…

You are purchasing a house and you are considering getting a fixed-rate mortgage (FRM) for $750,000. Your bank offers you a standard fully-amortizing 30-year mortgage that requires monthly payments and has an interest rate of 4.8% (APR with monthly compounding). Compute the required monthly payments for the mortgage.

An individual wishes to purchase a house that is selling for $200,000. The person has $50,000 they can use as a down-payment towards the purchase of the house. The bank is offering a 5-year Term with an interest rate of 10% compounded monthly. The mortgage amount will be amortized over a period of 10-years. What are the individual's monthly payments? How much of the original amount of the mortgage is still outstanding at the end of the 5-year Term of the mortgage disçussed in Part 1 of this problem?

You and your spouse have found your dream home. The selling price is $220,000; you will put $50,000 down and obtain a 30-year fixed-rate mortgage at 12% compounded monthly for the balance. a) Assume that monthly payments begin in one month. What will each payment be? b) How much interest will you pay (in dollars) over the lifetime of the loan? (Assume you make each of the required 360 payments on time.) c) Although you will get a 30-year mortgage, you plan to prepay the loan by making an additional payment each month along with your regular payment. How much extra must you pay each month if you wish to pay off the loan in 20 years?