Question

In: Finance

If you pay off a loan early, you must also pay all the remaining interest payments...

If you pay off a loan early, you must also pay all the remaining interest payments along with the loan balance.

Group of answer choices

True

False.

Which of the following is correct?

Group of answer choices

Present values increase with a longer compounding period.

Present values increase with a higher interest rate.

Future values increase with a lower interest rate.

Future values increase with a longer compounding period.

3.

What does it mean when you see the message Error 5 on your Texas Instruments financial calculator when using its TVM keys?

Group of answer choices

You made a mistake when using the TVM keys.

There is a problem with your calculator.

It is time to change the calculator’s battery.

Error 5 is the real answer.

Which one of the following cannot be computed?

Group of answer choices

Present value of a perpetuity.

Future value of a perpetuity.

Future value of an annuity.

Present value of an annuity.

Solutions

Expert Solution

Question: If you pay off a loan early, you must also pay all the remaining interest payments along with the loan balance.

Answer: False. There is no need to pay the remaining interest payments; Only the accrued and un-paid interest need to be paid to pay off the loan early to clear off all the outstanding balances.

Question: Which of the following is correct?

Answer: Future values increase with a longer compounding period. Compounding is a method by which the interest is calculated on both the Principal portion as well as the accumulated interest portion; Hence, the future value increases with the longer compounding period.

Question: 3. What does it mean when you see the message Error 5 on your Texas Instruments financial calculator when using its TVM keys?

Answer: You made a mistake when using the TVM keys. This Error gets triggered when there is no value for the inputs made.

Question: Which one of the following cannot be computed?

Answer: Future value of a perpetuity. In this case, the future cash flows / values are expected perpetually and hence the same cannot be able to computed.


Related Solutions

You take out a loan for 10000. You pay off the loan with monthly payments of...
You take out a loan for 10000. You pay off the loan with monthly payments of 90 for 10 years. (a) What is the monthly effective rate? What is the annual effective rate? (b) What is the outstanding loan balance immediately after the 7th payment? Calculate using both the retrospective and prospective formulas. (c) Assume you miss the 13th and 53rd payments, what will be the outstanding loan balance after the 71st payment? actuarial science
You borrow $80,000 at 5.00% per year and will pay off the loan in equal payments...
You borrow $80,000 at 5.00% per year and will pay off the loan in equal payments starting one year after the loan is made over a period of ten years. What are the annual end-of-year payments? Determine the amount of interest and principal that are paid each year. What is the total interest paid for the loan? If you are using the excel please show me the code or equation to do it myself
You have agreed to pay off an $8,000 loan in 30 monthly payments of $298.79 per...
You have agreed to pay off an $8,000 loan in 30 monthly payments of $298.79 per month. The annual interest rate is 9% on the unpaid balance. (a) How much of the first month’s payment will apply towards reducing the principal of $8,000? (b) What is the unpaid balance (on the principal) after 12 monthly payments have been made?
Build a amortization table for the loan below add extra payment to pay off early by...
Build a amortization table for the loan below add extra payment to pay off early by no more the 6 months (the loan payment must last 4.5 years even with early payoff) . Show the money saved. $35,000 loan, 5 years, 5.9% interest, monthly payments with no balloon. Create an annuity solution to find the payment in Excel (that's the N I/Y PV PMT FV) and then do the amortization table for it.
You are given a loan with a nominal interest rate of 5%. You must pay back...
You are given a loan with a nominal interest rate of 5%. You must pay back this loan one year from now. Over the next year inflation is at 4%. In real terms what is the effective interest rate you must pay the loan back at after adjusting for inflation?
The longer a loan schedule​ lasts, the more interest you will pay. For a $20,000-car-loan at...
The longer a loan schedule​ lasts, the more interest you will pay. For a $20,000-car-loan at 6​% APR​ (compounded monthly) for three years (36 monthly​ payments), how much will it incur in total​ interest? For the same loan​ amount, how much will it incur in total interest if the loan rate is over six years (72 payments)? a. Find the difference in total interest. (answers: 1888- 3904- 2016) b. Why would you be willing to pay this extra​ interest?
3. A loan of $5000 is to be paid off with level payments at the end...
3. A loan of $5000 is to be paid off with level payments at the end of each month at 3% compounded monthly. The amount of interest paid in the 61" payment is $2.24 and the amount of principal repaid in the 42nd payment is $70.31. Find: a) The amount of principal repaid in the 61" payment. b) The size of the level monthly payment. c) The number of months necessary to pay off the loan. d) The amount of...
Assume you have a student loan that you will pay off in 10 years. How much...
Assume you have a student loan that you will pay off in 10 years. How much will you save in interest if you refinance at the new​ rate? Use the accompanying table of monthly payments on a​ $1,000 loan. Amount of Loan Original Rate New Rate ​$19,000 10​% 8​% The total savings in interest will be?
To borrow $500, you are offered an add-on interest loan at 8 percent. Two loan payments...
To borrow $500, you are offered an add-on interest loan at 8 percent. Two loan payments are to be made, one at six months and the other at the end of the year. Compute the two equal payments.
(a) You need to pay off a car loan within the next two years. The payment...
(a) You need to pay off a car loan within the next two years. The payment will be $4,000 every month. Today you have made a single deposit into a return-guaranteed investment account that will allow you to cope with all the monthly payments. This account earns an effective annual interest rate of 12.68250301%. The first payment will be made in one month. (i) Calculate the corresponding monthly rate for the investment account. (ii) “You need to have at least...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT