All questions
Question 1
A for-profit company issued 800,000of924,000 on January 1, 20X1. Interest is paid annually each December 31, and the bonds mature in 6 years. The company uses the straight-line method under U.S. GAAP. Which statement correctly describes the amortization of the bond premium during 20X1?
- Premium amortization increases interest expense and decreases the carrying amount of the bonds.
- Premium amortization decreases interest expense and decreases the carrying amount of the bonds. (correct answer)
- Premium amortization decreases interest expense and increases the carrying amount of the bonds.
- Premium amortization is reported as a financing cash inflow and does not affect interest expense.
Explanation: This question tests the conceptual understanding of bond premium amortization effects under U.S. GAAP. The key facts are: bonds issued at a premium, straight-line amortization method, and the need to understand both income statement and balance sheet impacts. Premium amortization reduces interest expense below the stated rate (making the effective rate closer to the market rate) and decreases the carrying amount of bonds toward face value at maturity. ASC 835-30 requires systematic amortization of premiums to adjust interest expense to reflect the effective borrowing rate. Option A incorrectly states that premium amortization increases interest expense. Option C incorrectly states that premium amortization increases the carrying amount when it actually decreases it toward face value. Option D incorrectly treats premium amortization as a cash flow item when it's a non-cash adjustment. Professional judgment requires understanding that premium amortization serves to align reported interest expense with economic reality, reducing the stated rate to approximate the market rate at issuance while systematically reducing the liability to its maturity value.
Question 2
A governmental entity (governmental activities) issued $2,000,000 of 7% bonds payable at 96 on January 1, 20X1. Interest is paid annually each December 31, and the bonds mature in 10 years. The government uses the straight-line method to amortize the bond discount for government-wide financial statements under U.S. GAAP. What is the carrying amount of the bonds at December 31, 20X1, after recording the first year’s interest and discount amortization?
- $1,920,000
- $1,928,000 (correct answer)
- $1,936,000
- $1,960,000
Explanation: This question tests the carrying amount of bonds after discount amortization for governmental entities using straight-line method. The key facts are: 2,000,000bondsissuedat96creatinga80,000 discount, 10-year term with annual payments, and straight-line amortization for government-wide statements. The annual discount amortization is 80,000÷10years=8,000, increasing the carrying amount from 1,920,000to1,928,000 at December 31, 20X1. GASB standards permit straight-line amortization for governmental activities when preparing government-wide financial statements. Option A (1,920,000)incorrectlyshowsnoamortization.OptionC(1,936,000) incorrectly amortizes 16,000(perhapsdoublingtheamount).OptionD(1,960,000) incorrectly amortizes $40,000 (perhaps using 2 years or wrong calculation). When applying professional judgment to governmental bond accounting, remember that government-wide statements follow accrual accounting similar to GAAP, requiring systematic amortization of discounts and premiums over the bond term.
Question 3
On January 1, Year 1, a corporation issued 1,000,000of5−year,61,043,299, which reflects an effective interest rate of 5%. Interest is payable annually on December 31. The corporation uses the effective interest method.
What amount of interest expense should the corporation report for the year ended December 31, Year 1?
- $60,000
- $50,000
- $52,165 (correct answer)
- $51,340
Explanation: Interest expense under the effective interest method is the carrying amount of the bonds at the beginning of the period multiplied by the market interest rate. The initial carrying amount is 1,043,299andthemarketrateis51,043,299 × 5% = $52,165.
Question 4
On January 1, Year 1, a corporation issued 1,000,000of5−year,61,043,299, reflecting an effective interest rate of 5%. Interest is payable annually on December 31. The corporation uses the effective interest method.
What is the carrying amount of the bonds payable on December 31, Year 1, after the first interest payment?
- $1,051,134
- $1,035,464 (correct answer)
- $1,043,299
- $983,299
Explanation: First, calculate interest expense and cash interest paid. Interest Expense = Carrying Amount × Market Rate = 1,043,299×552,165. Cash Interest Paid = Face Value × Stated Rate = 1,000,000×660,000. The premium amortization is the difference: 60,000−52,165 = 7,835.Forapremiumbond,theamortizationdecreasesthecarryingamount.NewCarryingAmount=1,043,299 - 7,835=1,035,464.
Question 5
When a bond is issued at a discount and the effective interest method is used for amortization, which of the following statements correctly describes the effect over the life of the bond?
- The carrying amount of the bond increases, and the periodic interest expense increases. (correct answer)
- The carrying amount of the bond increases, and the periodic interest expense decreases.
- The carrying amount of the bond decreases, and the periodic interest expense decreases.
- The carrying amount of the bond decreases, and the periodic interest expense increases.
Explanation: For a discount bond, the carrying amount starts below face value and increases towards face value at maturity. Since interest expense is calculated as the carrying amount multiplied by the constant effective market rate, as the carrying amount increases each period, the calculated interest expense also increases each period.
Question 6
On January 1, Year 1, a company issued 400,000of10−year,7372,277, to yield 8%. Interest is payable semi-annually on June 30 and December 31. The company uses the effective interest method.
What is the amount of interest expense the company should report for the second six-month period ending December 31, Year 1?
- $14,000
- $14,891
- $16,000
- $14,927 (correct answer)
Explanation: First, calculate the carrying amount after the first payment. Initial CV = 372,277.Interestexpenseforperiod1=372,277 × (8%/2) = 14,891.Cashpaid=400,000 × (7%/2) = 14,000.Amortization=14,891 - 14,000=891. CV at June 30 = 372,277+891 = 373,168.Interestexpenseforperiod2isbasedonthisnewcarryingamount:373,168 × (8%/2) = $14,927.
Question 7
A company issues bonds at a discount. When using the effective interest method, the journal entry to record an interest payment and amortization of the discount will include:
- A debit to Interest Expense for an amount less than the credit to Cash.
- A debit to Interest Expense for an amount greater than the credit to Cash. (correct answer)
- A credit to Discount on Bonds Payable.
- A debit to Interest Expense equal to the credit to Cash.
Explanation: For a discount bond, interest expense (CV x market rate) is greater than the cash interest paid (face value x stated rate). The journal entry is: Debit Interest Expense (the larger amount), Credit Cash (the smaller amount), and Credit Discount on Bonds Payable for the difference (the amortization). Therefore, the debit to Interest Expense is greater than the credit to Cash.
Question 8
A corporation issued bonds at a premium. The journal entry to record the first semi-annual interest payment using the effective interest method will include:
- A debit to Interest Expense that is greater than the cash paid.
- A credit to Premium on Bonds Payable.
- A debit to Premium on Bonds Payable. (correct answer)
- A credit to Interest Revenue.
Explanation: For a premium bond, interest expense (CV x market rate) is less than the cash interest paid (face value x stated rate). The journal entry is: Debit Interest Expense (the smaller amount), Debit Premium on Bonds Payable for the amortization, and Credit Cash (the larger amount). Therefore, the entry includes a debit to Premium on Bonds Payable.
Question 9
On January 1, Year 1, a company issued 300,000of10−year,7285,000. Interest is payable annually on December 31. The company uses the straight-line method of amortization, as the results are not materially different from the effective interest method.
What amount of interest expense should the company report for Year 1?
- $21,000
- $19,500
- $1,500
- $22,500 (correct answer)
Explanation: Under the straight-line method, an equal amount of discount is amortized each period. The total discount is 300,000(facevalue)−285,000 (issue price) = 15,000.Theannualamortizationis15,000 / 10 years = 1,500.Theannualcashinterestpaymentis300,000 × 7% = 21,000.Totalinterestexpenseisthesumofcashinterestanddiscountamortization:21,000 + 1,500=22,500.
Question 10
Over the entire life of a bond issued at a discount, the total interest expense recognized by the issuer will be:
- Less than the total cash interest paid to bondholders.
- Equal to the total cash interest paid to bondholders.
- Greater than the total cash interest paid to bondholders. (correct answer)
- Equal to the face value of the bonds.
Explanation: The total interest expense over the life of a bond is the total cash paid plus any discount or minus any premium. For a discount bond, the company received less cash at issuance than it will pay back at maturity. This difference (the discount) represents additional interest cost. Therefore, Total Interest Expense = Total Cash Paid + Bond Discount.
Question 11
On January 1, Year 1, a company issued 5-year, 100,000facevalue,8104,100 to yield 7%. Interest is payable annually on December 31. The company uses the effective interest method.
What is the amount of premium amortization that should be recorded for the year ended December 31, Year 1?
- $8,000
- $7,287
- $713 (correct answer)
- $822
Explanation: Premium amortization is the difference between the cash interest paid and the interest expense. Cash Interest = 100,000×88,000. Interest Expense = Carrying Value × Market Rate = 104,100×77,287. The premium amortization is 8,000−7,287 = $713.
Question 12
On January 1, Year 1, a company issued 10-year, 200,000facevalue,6185,080 to yield 7%. Interest is payable semi-annually on June 30 and December 31. The company uses the effective interest method.
What is the amount of discount amortization that should be recorded for the six months ended June 30, Year 1?
- $6,478
- $6,000
- $746
- $478 (correct answer)
Explanation: Discount amortization is the difference between the interest expense and the cash interest paid. Interest Expense = Carrying Value × Market Rate = 185,080×(76,478. Cash Interest = Face Value × Stated Rate = 200,000×(66,000. The discount amortization is 6,478−6,000 = $478.
Question 13
On January 1, Year 1, Acme Corp. issued 500,000of8533,980. The market rate of interest was 7%. Interest is paid semi-annually on June 30 and December 31. Acme uses the effective interest method.
What is the carrying amount of the bonds on December 31, Year 1?
- $532,669
- $531,312 (correct answer)
- $531,358
- $528,640
Explanation: First, calculate the carrying value at June 30, Y1. Interest Expense = 533,980×3.518,689. Cash Paid = 500,000×420,000. Amortization = 1,311.CVatJune30=533,980 - 1,311=532,669. Next, calculate for Dec 31, Y1. Interest Expense = 532,669×3.518,643. Cash Paid = 20,000.Amortization=1,357. CV at Dec 31 = 532,669−1,357 = $531,312.
Question 14
A company issues bonds and incurs $10,000 in bond issuance costs. How should these costs be accounted for under U.S. GAAP?
- Expensed immediately in the period of issuance.
- Capitalized as a separate deferred charge asset and amortized over the life of the bond.
- Recorded as a direct reduction to the carrying amount of the bonds. (correct answer)
- Ignored when calculating interest expense under the effective interest method.
Explanation: Under U.S. GAAP, bond issuance costs are not treated as a separate asset. Instead, they are netted against the bond proceeds. This means they are recorded as a direct reduction to the carrying amount of the bond liability, effectively increasing a discount or decreasing a premium. These costs are then amortized as an adjustment to interest expense over the life of the bond.
Question 15
Which of the following statements is true regarding the effective interest method of amortizing a bond premium or discount?
- It results in a constant amount of interest expense recognized each period.
- It amortizes an equal amount of premium or discount each period.
- It applies a constant interest rate to the carrying amount of the debt at the beginning of the period. (correct answer)
- It is required for financial reporting, while the straight-line method is only permitted for tax purposes.
Explanation: The defining characteristic of the effective interest method is that it calculates interest expense by applying a constant effective interest rate (the market rate at issuance) to the carrying amount of the bond, which changes each period. This results in a changing amount of interest expense and amortization each period.
Question 16
A 10-year bond was issued on January 1, Year 1, at a discount. Just before the final interest payment on December 31, Year 10, the carrying value of the bond payable will be:
- Less than the face value of the bond. (correct answer)
- Greater than the face value of the bond.
- Equal to the original issue price of the bond.
- Equal to the face value of the bond.
Explanation: The carrying value of a discount bond increases over its life through amortization of the discount. Just before the final interest payment, there is still a small amount of unamortized discount remaining, so the carrying value is still less than the face value. The carrying value equals the face value only after the final interest payment and discount amortization, at the moment of maturity.
Question 17
A company's Bonds Payable account, which has a maturity value of 1,000,000,showsacarryingvalueof975,000 on the December 31, Year 1 balance sheet and $980,000 on the December 31, Year 2 balance sheet.
Which of the following is the most likely explanation for the increase in carrying value?
- The bonds were issued at a premium, and the premium is being amortized.
- The market value of the bonds increased during the year.
- The bonds were issued at a discount, and the discount is being amortized. (correct answer)
- The company repurchased some of its bonds at a price below face value.
Explanation: The carrying value of a bond increases over time only when it is issued at a discount. The amortization of the discount increases the carrying value each period, moving it from the initial issue price toward the face value at maturity. Amortization of a premium causes the carrying value to decrease.
Question 18
For a bond issued at a premium, the periodic interest expense recognized under the effective interest method is:
- Greater than the cash interest paid for that period.
- Equal to the cash interest paid for that period.
- Less than the cash interest paid for that period. (correct answer)
- Equal to the amortization of the premium for that period.
Explanation: When a bond is issued at a premium, the stated interest rate is higher than the market interest rate. The cash interest paid is based on the higher stated rate, while the interest expense is based on the lower market rate applied to the carrying value. Therefore, interest expense is always less than the cash interest paid, and the difference is the premium amortization.
Question 19
On January 1, Year 1, a company issued 5-year, 600,000facevalue,10625,000. Interest is payable annually on December 31. The company uses the straight-line method to amortize the premium. On January 1, Year 3, the company retired the bonds at 101.
What is the gain or loss on the early extinguishment of the debt?
- $9,000 gain (correct answer)
- $9,000 loss
- $6,000 loss
- $15,000 gain
Explanation: First, find the carrying value at retirement. Initial premium = 25,000.Annualamortization=25,000 / 5 years = 5,000.Twoyearshavepassed(Y1,Y2),sototalamortizationis5,000 × 2 = 10,000.ThecarryingvalueonJan1,Y3is625,000 - 10,000=615,000. The retirement price is 600,000×1.01=606,000. A gain occurs when the retirement price is less than the carrying value. Gain = 615,000(carryingvalue)−606,000 (retirement price) = $9,000.
Question 20
On January 1, Year 1, a company issued 500,000of5−year,8521,000. Interest is payable annually.
What is the total amount of interest expense that will be recognized over the 5-year life of the bonds?
- $200,000
- $179,000 (correct answer)
- $221,000
- $21,000
Explanation: Total interest expense over the life of a bond is the sum of all cash interest payments minus the bond premium. Total cash payments = Face Value × Stated Rate × Term = 500,000×8200,000. The bond premium is Issue Price - Face Value = 521,000−500,000 = 21,000.TotalInterestExpense=200,000 - 21,000=179,000.