Question 7: Messi issues $3,400,000 of 10%, 10-year bonds dated January 1, 2019, that pay interest semiannually on June 30 and December 31. The bonds are issued at a price of $3,010,000. a. Prepare the January 1 journal entry to record the bonds' issuance. For each semiannual period, compute (a) the cash payment, (b) the straight-line discount amortization, and (c) the bond interest expense.

On January 1, 2021, Tennessee Harvester Corporation issued debenture bonds that pay interest semiannually on June 30 and December 31. Portions of the bond amortization schedule appear below:                                               Cash                         Effective                 Increase in               Outstanding Payment                              Payment                   Interest                    Balance                       Balance                                                                                                                                                    5,802,315    1                                           332,000                    348,139                     16,139                     5,818,454    2                                 332,000                    349,107                     17,107                     5,835,561    3                                 332,000                    350,134                     18,134…

ony Hawk's Adventure (THA) issued callable bonds on January 1, 2021. THA's accountant has projected the following amortization schedule from issuance until maturity:  Date cash paid Interest Expense Increase in carrying value carrying value 01/01/2021       $218,690 06/30/2021 $11,500 $13,121 $1,621 220,311 12/31/2021 11,500 13,219 1,719 222,030 06/30/2022 11,500 13,322 1,822 223,852 12/31/2022 11,500 13,431 1,931 225,783 06/30/2023 11,500 13,547 2,047 227,830 12/31/2023 11,500 13,670 2,170 230,000           THA issued the bonds for:   Multiple Choice   $230,000.   $218,690.   $299,000.   Cannot be determined from the given information.

On January 1, 2024, Tennessee Harvester Corporation issued debenture bonds that pay interest semiannually on June 30 and December 31. Portions of the bond amortization schedule appear below: Payment Cash Payment Effective Interest Increase in Balance Outstanding Balance 6,095,749 1 228,000 243,830 15,830 6,111,579 2 228,000 244,463 16,463 6,128,042 3 228,000 245,122 17,122 6,145,164 4 228,000 245,807 17,807 6,162,971 5 228,000 246,519 18,519 6,181,490 6 228,000 247,260 19,260 6,200,750 ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ 38 228,000 295,564 67,564 7,456,656 39 228,000 298,266 70,266 7,526,922 40 228,000 301,078 73,078 7,600,000 Required: What is the face amount of the bonds? What is the initial selling price of the bonds? What is the term to maturity in years? Interest is determined by what approach? What is the stated annual interest rate? What is the effective annual interest rate? What is the total cash interest paid over the term to maturity? What is the total effective interest…

Moore Inc. issued bonds with a $500,000 face value, 8% interest rate, and a 4-year term on July 1, 2020 and received $475,000. Interest is payable annually. The discount is amortized using the straight-line method. Prepare journal entries for the following transactions. A. July 1, 2020: entry to record issuing the bonds. B. June 30, 2021: entry to record payment of interest to bondholders. C. June 30, 2021: entry to record amortization of discount. D. June 30, 2022: entry to record payment of interest to bondholders. E. June 30, 2023: entry to record amortization of discount.

On January 1, 2019, Company C issues $200,000 of its 6% bonds which mature in 10 years. Interest is paid annually on December 31. The market (effective) rate of interest is 4%. If the bond sells as 88.2, what the amount of interest expense reported on the Income Statement for 2019 (hint: prepare an amortization schedule)

On January 1, 2024, Tennessee Harvester Corporation issued debenture bonds that pay interest semiannually on June 30 and December 31. Portions of the bond amortization schedule appear below: Payment Cash Payment Effective Interest Increase in Balance Outstanding Balance         6,627,273 1 320,000 331,364 11,364 6,638,637 2 320,000 331,932 11,932 6,650,569 3 320,000 332,528 12,528 6,663,097 4 320,000 333,155 13,155 6,676,252 5 320,000 333,813 13,813 6,690,065 6 320,000 334,503 14,503 6,704,568 ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ 38 320,000 389,107 69,107 7,851,247 39 320,000 392,562 72,562 7,923,809 40 320,000 396,191 76,191 8,000,000 Required: What is the face amount of the bonds? What is the initial selling price of the bonds? What is the term to maturity in years? Interest is determined by what approach? What is the stated annual interest rate? What is the effective annual interest rate? What is the total cash interest paid over the term to maturity?…

On April 1, 2019, Ellison Co. issued 4-year, 7%, $100,000 face value bonds. The bonds were issued at 107.0919 , the interest payable annually on April 1. The bonds were sold to yield 5%. a) Complete the following table: Carrying Cash Interest Premium Date amount of Paid Expense Amortization bonds April 1 2019 April 1 2020 April 1 2021 April 1 2022 April 1 2023 b) Journalize the required entries on the following dates April 1, 2019 December 31, 2019 – adjusting entry April 1, 2020 2

An accounting example: Otter Products inc issued bonds on January 1, 2019. Interest to be paid semi-annually. Term in years is 2; Face value of bonds issued is $200,000; Issue Price $206,000; Specified Interest Rate each payment period is 6% Question. Calculate a. the amount of interest paid in cash every payment period. b. The amount of amortization to be recorded at each interest payment date (use straight-line method) c. complete amoritzation table by calculating interest expense and beginning and ending bond carrying amounts at the each period over 2 years.  The term is for 2 years however 3 years is showing on the workbook. How do I calcuate the 3rd year if the problem only says the term is 2 years?

On January 1, 2024, a company issues a $3, 500, 000, 10%, 5-year bonds that pays semiannual interest on July 1 and January 1. Assume the bonds were sold at: A. 92% B. 102% Instructions: For A and B journalize the issuance of the bonds. Journalize the first and second interest payment, using straight line amortization. Compute the bond's price (present value) assuming the following market interest: A. 12.5% B. 8.5%