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.

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.

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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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?
I need the answer of the question attached. Please provide all possible answers. Thank you!
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
Michael Sanchez purchased a condominium for $74,000. He made a 20% down payment and financed the balance with a 30 year, 5% fixed-rate mortgage. (Round your answers to the nearest cent. Use this table, if necessary.) (a) What is the amount (in $) of the monthly principal and interest portion, PI, of Michael's loan? $ (b) Construct an amortization schedule for the first four months of Michael's mortgage. PaymentNumber MonthlyPayment(in $) MonthlyInterest(in $) Portion Usedto ReducePrincipal(in $) LoanBalance(in $) 0 $ 1 $ $ $ $ 2 $ $ $ $ 3 $ $ $ $ 4 $ $ $ $ (c) If the annual property taxes are $1,640 and the hazard insurance premium is $670 per year, what is the total monthly PITI of Michael's loan (in $)? $
Phil Pittman is interested in a fixed-rate mortgage for $300,000. He is undecided whether to choose a 15- or 30-year mortgage. The current mortgage rate is 4.5% for the 15-year mortgage and 5% for the 30-year mortgage. (Round your answers to the nearest dollar. Use this table, if necessary.) (a) What are the monthly principal and interest payments (in $) for each loan? 15-year mortgage $________ 30-year mortgage $________ (b) What is the total amount of interest (in $) paid on each loan? 15-year mortgage$ _______ 30-year mortgage$ _______ (c) Overall, how much more interest (in $) is paid by choosing the 30-year mortgage? $
am. 08.
Aziza is taking out a $1475 mortgage with a 30-year, fixed rate, fully amortizing loan and with 7.0% interest. What will be Aziza's monthly payments? Round your answer to the nearest cent (e.g. if your answer is $1,000.567, enter 1000.57),
The Hills obtain a 30-year, $144,000 conventional mortgage at a 4.5% rate on a house selling for $180,000. Their monthly mortgage payment, including principal and interest, is $729.63. They also pay 2 points at closing. Determine the total amount the Hills will pay for their house over 30 years. The total amount is $ (Round to the nearest cent as needed.)
As a graduating senior with a promising career in finance, Central Bank offers you a mortgage of $200,000. You may choose between a 30-year mortgage with an interest rate of 4.375% or a 15-year mortgage at 3.500%. Both interest rates are annual stated rates with interest compounded monthly. Assume that for 30-year mortgage, the bank requires you to pay 1% point. Compute an amortization table that shows the amount of interest you can report for taxes and amount of principal payment each year for each loan. Use two different ways to do it as we did in class: with and without using the functions PPMT and IPMT. PLEASE USE EXCEL and show functions.
Peter and Julia decide on a 15 year mortgage valued at $165,000. They are doing some financial comparisons of two similar loan options. Loan A: 4.5% annual interest rate resulting in monthly payments of $1262.24 Loan B: 4% annual interest rate resulting in monthly payments of $1220.49 What is the total payback for each loan? (Assume only the minimum payment is made each month.) How much more interest will Peter and Julia pay if they choose Loan A? Provide your answer below: Loan A =$ Loan B =$ They will pay $ more interest if they choose Loan A.
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.)
9

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