On January 1, $853,000, 5-year, 10% bonds were issued for $827,410. Interest is paid semiannually on January 1 and July 1. If the issuing corporation uses the straight-line method to amortize a discount on bonds payable, the semiannual amortization amount is Oa. $42,650 Ob. $2,559 Oc. $25,590 Od. $5,118

FINANCIAL ACCOUNTING
10th Edition
ISBN:9781259964947
Author:Libby
Publisher:Libby
Chapter1: Financial Statements And Business Decisions
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**Problem Statement:**

On January 1, $853,000, 5-year, 10% bonds were issued for $827,410. Interest is paid semiannually on January 1 and July 1. If the issuing corporation uses the straight-line method to amortize a discount on bonds payable, the semiannual amortization amount is:

- a. $42,650
- b. $2,559
- c. $25,590
- d. $5,118

**Explanation:**

This question asks for the semiannual amortization amount of a bond discount using the straight-line method. 

1. **Bond Details:**
   - Face Value: $853,000
   - Issued Price: $827,410
   - Discount: $853,000 - $827,410 = $25,590

2. **Amortization Period:**
   - Duration: 5 years
   - Payments: Semiannually (2 times a year)
   - Total Payments: 5 years * 2 = 10 periods

3. **Straight-Line Amortization Calculation:**
   - Total Discount: $25,590
   - Each Period's Amortization: $25,590 / 10 = $2,559

Thus, the correct answer is **b. $2,559**. 

This explanation breaks down the problem and solution for educational purposes, assisting learners in understanding the process of bond discount amortization using the straight-line method.
Transcribed Image Text:**Problem Statement:** On January 1, $853,000, 5-year, 10% bonds were issued for $827,410. Interest is paid semiannually on January 1 and July 1. If the issuing corporation uses the straight-line method to amortize a discount on bonds payable, the semiannual amortization amount is: - a. $42,650 - b. $2,559 - c. $25,590 - d. $5,118 **Explanation:** This question asks for the semiannual amortization amount of a bond discount using the straight-line method. 1. **Bond Details:** - Face Value: $853,000 - Issued Price: $827,410 - Discount: $853,000 - $827,410 = $25,590 2. **Amortization Period:** - Duration: 5 years - Payments: Semiannually (2 times a year) - Total Payments: 5 years * 2 = 10 periods 3. **Straight-Line Amortization Calculation:** - Total Discount: $25,590 - Each Period's Amortization: $25,590 / 10 = $2,559 Thus, the correct answer is **b. $2,559**. This explanation breaks down the problem and solution for educational purposes, assisting learners in understanding the process of bond discount amortization using the straight-line method.
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