Suppose you take out a 45-year $250,000 mortgage with an APR of 6%. You make payments for 3 years (36 monthly payments) and then consider refinancing the original loan. The new loan would have a term of 15 years, have an APR of 5.7%, and be in the amount of the unpaid balance on the original loan. (The amount you borrow on the new loan would be used to pay off the balance on the original loan.) The administrative cost of taking out the second loan would be $2200. Use the information to complete parts (a) through (e) below. a. What are the monthly payments on the original loan? $(Round to the nearest cent as needed.)

Suppose you take out a 45-year $250,000 mortgage with an APR of 6%. You make payments for 3 years (36 monthly payments) and then consider refinancing the original loan. The new loan would have a term of 15 years, have an APR of 5.7%, and be in the amount of the unpaid balance on the original loan. (The amount you borrow on the new loan would be used to pay off the balance on the original loan.) The administrative cost of taking out the second loan would be $2200. Use the information to complete parts (a) through (e) below. a. What are the monthly payments on the original loan? $(Round to the nearest cent as needed.)

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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You plan to borrow $25,000 at a 3.4% annual interest rate compounded annually. The terms require you to amortize the loan with 5 equal payments each made at the end of each year. You would like to construct an amortization schedule showing details of the payments. Answer the following questions, and choose the closest answer from the possible choices following each question: 1.To find the interest repaid in period 1 only in the financial calculator amortization worksheet, you enter P2 = 2.To find the interest repaid in period 1 only in the financial calculator amortization worksheet, you enter P1 = 3.How much total interest is repaid in periods 1 to 2?
We suggest the use of a spreadsheet to create the amortization tables. You take out a 30-year mortgage for $70,000 at 9.45%, to be paid off monthly. Construct an amortization table showing how much you will pay in interest each year for the first 15 years and how much goes toward paying off the principal. If you sell your house after 15 years, how much will you still owe on the mortgage according to the amortization table? HINT [See Example 8.] (Round your answer to the nearest cent.) $
Suppose that you purchased a house with a $140,000 mortgage (30-year fixed at 6% with a payment of $839.37) five years ago. The loan balance is currently $130,276 and you can refinance that balance at 5% with a new 30-year fixed rate mortgage. You anticipate being in the house for another six years, at which point the balance on your current mortgage would be $114,032. If you refinanced at the terms above, what would be the difference in the loan balances? O $1,329 O $1,871 O $2,471 O $3,132 O $3,860 2
You want to buy a $300,000 house. You plan to make a down payment of 20% of the purchase price and finance the rest with a 30-year fixed rate mortgage loan. The loan is fully amortizing, and requires monthly payments at the end of each month. The annual interest for the loan is 5%, compounded monthly. 1) How much of the purchase price will you finance with the mortgage loan? 2) What is your anticipated monthly mortgage payment? Answer 1) Loan amount 2) Monthly payment Answer N I PV PMT FV
You want to buy a new energy vehicles for ¥715,00 on a 5-year mortgage with annual payment at 7% interest rate per year, and the loan calls for equal annual principal payments. What is the total interest paid on the loan?
A borrower is making a choice between a mortgage with monthly payments or biweekly payments. The loan will be $200,000 at 6 percent interest for 20 years. a. How would you analyze these alternatives? b. What if the biweekly loan was available for 5.75 percent? How would your answer change? c. If you take the monthly payment and agree to pay ½ of it every two weeks, when would your loan reach maturity?. Please correct and with steps.
You need a 25-year, fixed-rate mortgage to buy a new home for $200,000. Your mortgage bank will lend you the money at a 6.6 percent APR for this 300-month loan. However, you can afford monthly payments of only $900, so you offer to pay off any remaining loan balance at the end of the loan in the form of a single balloon payment. Required: How large will this balloon payment have to be for you to keep your monthly payments at $900? A) 48,522.47 B) 341,563.19 C) 67,932.38 D) 366,212.08 E) 352,127.00 Only typing answer Please explain step by step without table and graph
9) Mortgage Payment You take out a 20-year fixed mortgage. The annual interest rate is ? = 0.10 and the monthly payment is $4,000. a. What is the total amount of this Mortgage? E.g., What is the PV of this mortgage payment stream? b. If you make an additional payment of $4,000 in period t=1 and period t=2, how long will it take to repay the mortgage?
A mortgage banking company has been evaluating the merits of a 50-year mortgage (in addition to their popular 30-year mortgage). The basic idea is to reduce the monthly payment and make home ownership more affordable. The APR of either mortgage is 6%, and the compounding is monthly. Solve, a. For a mortgage loan of $300,000, what is the difference in the monthly payment for the 30-year mortgage and the 50-year mortgage? b. What is the difference in total interest paid between the two mortgages?
Suppose that you need an amount of money which equals to $10000000. It is possible to find it from bank A at an annual interest rate of 18% under 12 equal payment. If the first payment will be 1 month later the day you used the loan. Find the CF (Cash Flow), the equal payments and prepare the amortization table.
If you took a home mortgage loan of $150,000 for 30 years at 8.4%, compounded monthly, your monthly payments would be $1142.76. Suppose after 2 years you had an additional $2000. Would you save more over the life of the loan by paying an extra $2000 (one-time) with your 24th payment or by paying $1160 per month beginning with the 25th payment? To help you answer this question, complete the following. (a) Find the unpaid balance after 24 payments (b) Determine how long it takes to pay off the loan with the regular $1142.76 payments and the additional $2000 payment. Then find the total interest paid. (c) Determine how long it takes to pay off the loan without the additional $2000 payment, but with monthly payments of $1160 from the 25th payment. Then find the total interest paid. (d) Which payment method costs less?
A borrower can obtain an 80% loan with an 8% interest rate and monthly payments. The loan is to be fully amortized over 25 years. Alternatively, he could obtain a 90% loan at an 8.5% rate with the same loan term. The borrower plans to own the property for the entire loan term. solve with finanical calucltor What is the incremental cost of borrowing the additional funds? How would your answer change if 2 points were charged on the 90% loan? Would your answer to part (b) change if the borrower planned to own the property for only 5 years?

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