Question:
GIVE THE CORRECT OPTION AS ANSWER
On November 1, 2025, Sheridan Company purchased Pina, Inc., 10-year, 9%, bonds with a face value of $850000, for $770000. An
additional $29000 was paid for the accrued interest. Interest is payable semiannually on January 1 and July 1. The bonds mature on
July 1,2030. Sheridan uses the straight-line method of amortization. Ignoring income taxes, the amount reported in Sheridan's 2025
income statement as a result of Sheridan's available-for-sale investment in Pina was.
O $9250.
O $10464.
© $8036.
O $12107.
**Analyzing bond investment details**
I need to focus on the question regarding Sheridan Company purchasing Pina, Inc. bonds. They bought a 10-year, 9% bond for $770,000 plus $29,000 accrued interest. Interest is paid semiannually, and I'll use the straight-line method for amortization. I should compute the interest revenue along with discount amortization for the 2025 income statement. It's important to remember that unrealized gains aren't reported as income, just interest revenue for now, which simplifies my task.**Reviewing interest calculations**
I need to clarify the interest details following the bond purchase on November 1. The next interest payment is due January 1, 2026, and they paid $29,000 for accrued interest upon purchase, which represents interest from July 1 to November 1. The annual coupon rate is 9%, leading to a semiannual interest payment of $38,250. The accrued interest for four months calculates to about $25,500, but there's a discrepancy since they paid $29,000. I’ll need to reassess my calculations to find the source of this inconsistency.**Examining accrued interest discrepancy**
I’m calculating the accrued interest for the bond purchase, and it seems there’s a mismatch. I figured it should be $25,500 for four months based on the semiannual interest calculation, but the problem states the amount paid was $29,000. This discrepancy raises questions—could the purchase involve different figures, or maybe I misunderstood the time frame? It’s definitely four months since July 1. Maybe the exam intended to challenge how I interpret these calculations. I should investigate further to clarify.**Calculating 2025 income statement impact**
For Sheridan's income statement in 2025, the purchase was on November 1, and the year ends December 31. Since there won't be an interest receipt until January 1, 2026, I still need to accrue interest revenue for November and December. I must include amortization of the discount as well, even though the problem states I should use the straight-line method. To do this, I calculate the discount as $80,000 and use it to determine the bond's amortization for the relevant periods until maturity.**Determining interest revenue for 2025**
I need to calculate Sheridan's interest revenue for 2025 from the bond purchase. From November 1, 2025, to January 1, 2026, there are two months to consider for accrued interest. The cash receipt from the first payment will be $38,250, and I need to account for $29,000 paid for accrued interest at purchase. This creates a mismatch since my earlier calculations lead to inconsistencies. My role now is to reconcile the arithmetic so that it aligns with the provided options, especially the $9,250 figure.**Resolving interest revenue calculations**
I'm working through the income statement amount related to the available-for-sale investment for 2025. It seems I'm looking to include interest revenue from November and December 2025, based on cash received in January 2026. If they used $29,000 for accrued interest paid, I can deduce interest revenue for two months could indeed be $9,250, but I need to include discount amortization, which brings me to a total of $12,107. That number matches the provided options, so I'm likely on the right track—although the initial accrued interest rate seems off.**Calculating income statement impacts**
It seems the CPA exam style question is designed to not rely on the usual accrued interest calculation. They provided $29,000 for accrued interest, which I think shouldn’t affect amortization calculations but rather just interest revenue for 2025. Taking $29,000 leads to $9,250 in interest revenue plus $2,857 in amortization, totaling $12,107. I believe that’s the right answer, matching the options provided. So, I'll give the answer simply as "$12,107" as they requested.