On January 1, 2003 Mike took out a 30-year mortgage loàn in the amount of 200,000 at an annual nominal interest rate of 6% compounded monthly. The loan was to be repaid by leve end-of-month payments with the first payment on January 31, 2003. Mike repaid an extra 10,000 in addition to the regular monthly payment on each December the years 2003 through 2007. Determine the date on which Mike will make his last payment (which is a drop payment).

On January 1, 2003 Mike took out a 30-year mortgage loàn in the amount of 200,000 at an annual nominal interest rate of 6% compounded monthly. The loan was to be repaid by leve end-of-month payments with the first payment on January 31, 2003. Mike repaid an extra 10,000 in addition to the regular monthly payment on each December the years 2003 through 2007. Determine the date on which Mike will make his last payment (which is a drop payment).

Principles of Accounting Volume 1

19th Edition

ISBN:9781947172685

Author:OpenStax

Publisher:OpenStax

Chapter13: Long-term Liabilities

Section: Chapter Questions

Problem 1EA: Halep Inc. borrowed $30,000 from Davis Bank and signed a 4-year note payable stating the interest...

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Halep Inc. borrowed $30,000 from Davis Bank and signed a 4-year note payable stating the interest rate was 4% compounded annually. Halep Inc. will make payments of $8,264.70 at the end of each year. Prepare an amortization table showing the principal and interest in each payment.
On January 1, 2018, King Inc. borrowed $150,000 and signed a 5-year, note payable with a 10% interest rate. Each annual payment is in the amount of $39,569 and payment is due each Dec. 31. What is the journal entry on Jan. 1 to record the cash received and on Dec. 31 to record the annual payment? (You will need to prepare the first row in the amortization table to determine the amounts.)
Sharapovich Inc. borrowed $50,000 from Kerber Bank and signed a 5-year note payable stating the interest rate was 5% compounded annually. Sharapovich Inc. will make payments of $11,548.74 at the end of each year. Prepare an amortization table showing the principal and interest in each payment.
Calculating and comparing add-on and simple interest loans. Eli Nelson is borrowing 10,000 for five years at 7 percent. Payments, which are made on a monthly basis, are determined using the add-on method. a. How much total interest will Eli pay on the loan if it is held for the full five-year term? b. What are Elis monthly payments? c. How much higher are the monthly payments under the add-on method than under the simple interest method?
Compound Interest Issues You are given the following situations: 1. Thomas Petty owes a debt of 7,000 from the purchase of a boat. The debt bears 12% interest payable annually. Thomas will pay the debt and interest in 5 annual installments beginning in 1 year. Calculate the equal annual installments that will pay off the debt and interest at 12% on the unpaid balance. 2. On January 1, 2019, John Cothran offers to buy Ruth Houses used tractor and equipment for 4,000 payable in 12 equal semiannual installments which are to include payment of 10% interest on the unpaid balance and payment of a portion of the principal with the first installment to be made on January 1, 2019. Calculate the amount of each of these installments. 3. Nadine Love invests in a 60,000 annuity at 12% compounded annually on March 1, 2019. The first of 15 receipts from the annuity is payable to Love on March 1, 2029, 10 years after the annuity is purchased and on the date Love expects to retire. Calculate the amount of each of the 15 equal annual receipts. Required: Using the appropriate tables, solve each of the preceding situations.
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Samuel Ames owes 20,000 to a friend. He wants to know how much he would have to pay if he paid the debt in 3 annual installments at the end of each year, which would include interest at 14%. Draw a time line for the problem. Indicate what table to use. Look up the table value and place it in a brief formula. Solve.
On January 1, 2019, Kunto, a cash basis taxpayer, pays 46,228 for a 24-month certificate. The certificate is priced to yield 4% (the effective interest rate) with interest compounded annually. No interest is paid until maturity, when Kunto receives 50,000. In your computations: a. Compute Kuntos gross income from the certificate for 2019. b. Compute Kuntos gross income from the certificate for 2020. Round any amounts to the nearest dollar.