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. Required: a. What would be the maturity period if payments are bi-weekly? How much will the borrower pay in total under each payment options Which choice would be less costly to the borrower? b. Assume that the bi-weekly loan was available for 575% What would be the maturity period if payments are bi-weekly? How much will the borrower pay in total under each payment option? Which choice would be less costly to the borrower? Complete this question by entering your answers in the tabs below. Required B What would be the maturity period if payments are bi-weekly? How much will the borrower pay in total under each payment option? Which choice would be less costly to the borrower? (Do not round intermediate calculations. Round your final answers to 2 decimal places.) Required A

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. Required: a. What would be the maturity period if payments are bi-weekly? How much will the borrower pay in total under each payment options Which choice would be less costly to the borrower? b. Assume that the bi-weekly loan was available for 575% What would be the maturity period if payments are bi-weekly? How much will the borrower pay in total under each payment option? Which choice would be less costly to the borrower? Complete this question by entering your answers in the tabs below. Required B What would be the maturity period if payments are bi-weekly? How much will the borrower pay in total under each payment option? Which choice would be less costly to the borrower? (Do not round intermediate calculations. Round your final answers to 2 decimal places.) Required A

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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Problem: Please answer the following questions regarding a $300,000 Mortgage Loan with monthly amortization over 30 years and an annual interest rate of 6%. What is the loan payment for a (30 year loan (360 monthly payments) of $300,000 at 6%? Question Answer What is the monthly payment amount? Loan Monthly Payment: How much interest and how much is principle on the first payment? Interest: Principle: How much interest and how much is principle on the second payment? Interest: Principle: If after the second payment an addition $10,000 was paid on principle. How much would the interest be on the third payment? Interest:
Imagine you get a $450,000 closed floating rate mortgage (no CMHC needed) having a three-year term and amortized over 25 years. Although the interest rate on the mortgage would change, your monthly payments would remain fixed for the term. Monthly payments would be calculated based on APR of %4.8 compounded monthly and amortization period of 25 years. The actual amount of the interest accrued will be deducted from your fixed monthly payments and the rest would be used for principal repayment. Now, assume that the floating rate itself is 4.2% for the first 6 months, then suddenly jumps to 6% for the next 12 months, then drops to 3.6% for the next 6 months, and then declines to 3% for the final 12 months. Note that all rates are quoted as an APR and compounded monthly. Part A: How much money do you owe (i.e. what is the outstanding balance) after 18 months? Part B: How much interest did you pay over the term of the mortgage? How much was principal?
Assume we have a $500,000 mortgage at a 3.5% original interest rate, 30-year term, and monthly payments. The interest rate can be adjusted at the end of each year, and we assume the rate increases by 0.25% after the first year. What is the monthly payment for the 4th year of the loan?
You take out a 30-year fixed-rate mortgage for $300,000 with an interest rate of 1.2% (APR). What is the monthly payment?
Use PMT = to detemine the regular payment amount, rounded to the nearest cent. The cost of a home is financed with a $200,000 20-year - nt 1+ fixed-rate mortgage at 3.5%. a. Find the monthly payments and the total interest for the loan. b. Prepare a loan amortization schedule for the first three months of the mortgage. a. The monthly payment is $E (Do not round until the final answer, Then round to the nearest cent as ccess aUbra Success Resou More
A fully amortizing mortgage loan is made for $109,000 at 6 percent interest for 20 years. Required: a. Calculate the monthly payment for a CPM loan. b. What will the total of payments be for the entire 20-year period? Of this total, how much will be the interest? c. Assume the loan is repaid at the end of eight years. What will be the outstanding balance? How much total interest will have been collected by then? d. The borrower now chooses to reduce the loan balance by $5,900 at the end of year 8. 1. What will be the new loan maturity assuming that loan payments are not reduced? 2. Assume the loan maturity will not be reduced. What will the new payments be? Complete this question by entering your answers in the tabs below. Required A Required B Required C Required D Calculate the monthly payment for a CPM loan. Note: Do not round intermediate calculations. Round your final answer to the nearest whole dollar. Monthly payment
Problem: You are interested in a fixed-rate mortgage for $399,000 and need to choose the between options: a 15-year mortgage or a 30- year mortgage. The current mortgage rate is 3.75% for the 15-year mortgage, and 3.25% for the 30-year mortgage. Both require a 15% down payment. (Hint: make use of the amortization formula from Chapter 12). (a) What are the monthly principal and interest payments for EACH loan? Show your work. (b) What is the total amount of interest paid on EACH loan? Show your work. (c) Overall, how much more interest is paid by choosing the 30-year mortgage? Show your work.
Suppose you take out a 50-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 20 years, have an APR of 5.8%, 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 $1900. What are the monthly payments on the original loans ?(Round nearest to cent)
What size loan must we take today with a 14% compound interest rate to have end-of-year payments of $1400, $1320, $1240, $1160, and $1080 for the next five years, respectively? In other words, if you take out a loan today, and after making all five payments, above, the loan is paid off, what is the value of that loan? Answer:
Find the monthly payment for the 15- year option.
A Fixed Rate Mortgage (FRM) for $160,000 is made at a time when the market interest rate is 12%. The loan is partially amortizing, at the end of the maturity date there is a balloon payment of $25,000 to be able to pay off all the loan. The loan has a maturity of 30 years and payments will be made monthly. What will be the monthly payments? (Answer is rounded)

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