Point of Mortgage: It is a term used to express the proportion of loan amount. Each point depicts one percentage of the loan amount. The total principal is of 100 points. So if a bank offers to let you pay a point, it implies that 1% percent of loan can be paid currently. It is generally used to reduce the rate of interest. Annual Percentage Rate Annual Percentage Rate is the simple interest earned in one year without the effect of compounding. It is the easiest way to quote an interest rate. It is expressed as the percentage that represents the actual annual cost of a loan for its tenure. For example, $100 will become $105 at the end of one year without the effect of compounding if annual percentage rate is quoted as 5%. To Analyze: The point of mortgage and reduced interest rate from 6.5% to 6.25%.

Question

Want to see the full answer?

Answer 1

Question

Chapter 5, Problem 19P

Summary Introduction

Point of Mortgage: It is a term used to express the proportion of loan amount. Each point depicts one percentage of the loan amount. The total principal is of 100 points. So if a bank offers to let you pay a point, it implies that 1% percent of loan can be paid currently. It is generally used to reduce the rate of interest.

Annual Percentage Rate Annual Percentage Rate is the simple interest earned in one year without the effect of compounding. It is the easiest way to quote an interest rate. It is expressed as the percentage that represents the actual annual cost of a loan for its tenure. For example, $100 will become $105 at the end of one year without the effect of compounding if annual percentage rate is quoted as 5%.

To Analyze: The point of mortgage and reduced interest rate from 6.5% to 6.25%.

Expert Solution & Answer

Want to see the full answer?

Check out a sample textbook solution

See solution

Students have asked these similar questions

A. What is the amount of the annuity purchase required if you wish to receive a fixed payment of $200,000 for 20 years? Assume that the annuity will earn 10 percent per year.B. Calculate the annual cash flows (annuity payments) from a fixed-payment annuity if the present value of the 20-year annuity is $1 million and the annuity earns a guaranteed annual return of 10 percent. The payments are to begin at the end of the current year.C. Calculate the annual cash flows (annuity payments) from a fixed-payment annuity if the present value of the 20-year annuity is $1 million and the annuity earns a guaranteed annual return of 10 percent. The payments are to begin at the end of five years. I need help solving question C on a financial calculator.

John wants to buy a property for $105,000 and wants an 80 percent loan for $84,000. A lenderindicates that a fully amortizing loan can be obtained for 30 years (360 months) at 6 percentinterest; however, a loan fee of $3,500 will also be necessary for John to obtain the loan.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 (fullterm)?c. If John pays off the loan after five years, what is the effective interest rate? Why is it differ-ent from the effective interest rate in (b)?d. Assume the lender also imposes a prepayment penalty of 2 percent of the outstanding loanbalance if the loan is repaid within eight years of closing. If John repays the loan after fiveyears with the prepayment penalty, what is the effective interest rate?

It is now January 1. You plan to make a total of 5 deposits of $500 each, one every 6 months, with the first payment being made today. The bank pays a nominal interest rate of 14% but uses semiannual compounding. You plan to leave the money in the bank for 10 years. Round your answers to the nearest cent. 1. How much will be in your account after 10 years? 2. You must make a payment of $1,280.02 in 10 years. To get the money for this payment, you will make five equal deposits, beginning today and for the following 4 quarters, in a bank that pays a nominal interest rate of 14% with quarterly compounding. How large must each of the five payments be?