Accounting for Bonds Payable Issued at Par Value

Fundamentals of Bonds Payable Issuance

  • Bonds payable can be issued to the public under three distinct pricing scenarios based on the relationship between the stated interest rate and the market interest rate at the time of issuance:

    • Issued at Par Value: Stated interest rate equals market interest rate (Bond Price=Par Value\text{Bond Price} = \text{Par Value}).

    • Issued at a Discount: Stated interest rate is less than market interest rate (\text{Bond Price} < \text{Par Value}).

    • Issued at a Premium: Stated interest rate is greater than market interest rate (\text{Bond Price} > \text{Par Value}).

Accounting Framework for Bonds Issued at Par Value

  • Conceptual Equivalence: Accounting for a bond issued at par value is straightforward and conceptually identical to accounting for term loans.

  • Absence of Premium or Discount: Because the bond sells at exactly $100\%$ of its face value, there is no bond discount or bond premium account to record or amortize over the bond term.

  • Lifecycle Accounting Requirements:

    • Initial Issuance: Recognize cash proceeds collected from bondholders (asset increase) and record the long-term liability as bonds payable (liability increase) at total face value.

    • Periodic Interest Payments: Calculate and recognize interest expense and record the corresponding cash payment on each scheduled interest date.

    • Interest Accrual (Period-End Alignment):

    • If scheduled interest payment dates align exactly with fiscal year-end or reporting period-end dates, no interest accrual is required because interest expense is fully settled in cash on that date.

    • If payment dates do not align with period-end dates, an adjusting journal entry must be made at period-end to recognize accrued interest expense and establish an interest payable liability for the months elapsed since the last payment date.

    • Maturity: Extinguish the long-term bonds payable liability by paying back the full principal (face value) along with the final periodic interest payment.

Comprehensive Case Study: Example 14.6 (Ruffin Company)

  • Bond Terms & Key Variables:

    • Issuer: Ruffin Company

    • Issuance Date: January 1, 2022\text{January 1, 2022}

    • Par / Face Value: text$40,000\\text{\$40,000}

    • Stated Interest Rate: 4%4\% annually

    • Bond Term / Duration: 4 years4\,\text{years}

    • Maturity Date: December 31, 2025\text{December 31, 2025}

    • Interest Payment Frequency: Quarterly (end of March, June, September, and December)

    • Fiscal Year-End: December 31\text{December 31}

    • Market Interest Rate at Issuance: 4%4\% annually

  • Pricing & Price Determination:

    • Because the stated interest rate (4%4\%\text{ per annum}) exactly equals the market interest rate (4%4\%\text{ per annum}), the bond is issued at par value (100%100\% of par).

    • Issuance Price Formula:     Issuance Price=100%×$40,000=$40,000\text{Issuance Price} = 100\% \times \$40,000 = \$40,000

    • Cash Proceeds: Ruffin Company receives exactly text$40,000\\text{\$40,000} in cash on January 1, 2022\text{January 1, 2022}.

  • Periodic Interest Calculation Methods:

    • Interest payments are always computed using the stated interest rate applied to the par value, rather than the market rate.

    • Method 1 (Quarterly Division):     \text{Quarterly Interest Payment} = \frac{\text{Par Value} \times \text{Stated Annual Rate}}{4} = \frac{\40,000 \times 0.04}{4} = \400400

    • Method 2 (Monthly Rate Escalation):     \text{Monthly Interest} = \frac{\text{Par Value} \times \text{Stated Annual Rate}}{12} = \frac{\40,000 \times 0.04}{12} = \33.333333.3333     \text{Quarterly Interest Payment} = \left( \frac{\40,000 \times 0.04}{12} \right) \times 3\,\text{months} = \400400

    • Constancy over Life: Because all bonds in this scope are term bonds, principal is not repaid until maturity. The bonds payable liability balance remains at text$40,000\\text{\$40,000} continuously, and every quarterly interest payment remains constant at text$400\\text{\$400}.

Journal Entries and Financial Accounting Workflows

  • Initial Bond Issuance Entry (January 1, 2022\text{January 1, 2022}):

    • Debit: Cash text$40,000\\text{\$40,000} (asset increase)

    • Credit: Bonds Payable text$40,000\\text{\$40,000} (long-term liability increase)

  • Quarterly Interest Payment Entries (Made at the end of every quarter: March 31, June 30, September 30, and December 31 for years 2022 through 2025):

    • Debit: Interest Expense text$400\\text{\$400} (equity decrease / expense increase)

    • Credit: Cash text$400\\text{\$400} (asset decrease)

  • Maturity Settlement Entries (December 31, 2025\text{December 31, 2025}):

    • On the maturity date, two obligations must be settled: the final quarterly interest payment of text$400\\text{\$400} and the full principal value of text$40000\\text{\$40000}.

    • Option A: Separate Journal Entries:

    • To record final interest payment:

      • Debit: Interest Expense text$400\\text{\$400}

      • Credit: Cash text$400\\text{\$400}

    • To record principal repayment:

      • Debit: Bonds Payable text$40,000\\text{\$40,000}

      • Credit: Cash text$40,000\\text{\$40,000}

    • Option B: Compound Journal Entry:

    • Debit: Bonds Payable text$40,000\\text{\$40,000}

    • Debit: Interest Expense text$400\\text{\$400}

    • Credit: Cash text$40,400\\text{\$40,400}

Interest Accrual Accounting and Period-End Adjustments

  • Alignment Principle:

    • In Example 14.6, the fiscal year-end (December 31\text{December 31}) corresponds precisely with the 4th quarter interest payment date. Consequently, no interest accrual or Interest Payable balance is recorded at year-end.

  • Non-Aligning Payment Schedules (Accrual Rules):

    • When a reporting period ends between scheduled cash interest payment dates, an adjusting entry is mandatory to reflect accrued interest accrued under the matching principle.

    • Accrual Formula:     Accrued Interest Expense=(Par Value×Stated Annual Rate12)×Elapsed Months\text{Accrued Interest Expense} = \left( \frac{\text{Par Value} \times \text{Stated Annual Rate}}{12} \right) \times \text{Elapsed Months}

    • Adjusting Entry at Period-End:

    • Debit: Interest Expense (for elapsed months)

    • Credit: Interest Payable (current liability account)

    • Settlement Entry at Subsequent Interest Date:

    • Debit: Interest Payable (to clear liability accrued at year-end)

    • Debit: Interest Expense (for remaining months in current period)

    • Credit: Cash (total cash payment for full quarter/semi-annual period)




To calculate the bond price, you need to understand the relationship between the stated interest rate and the market interest rate. The bond price can be determined under three scenarios:

  1. Issued at Par Value: When the stated interest rate equals the market interest rate, the bond price is equal to its par value.

    • Formula:      Bond Price=Par Value\text{Bond Price} = \text{Par Value}

  2. Issued at a Discount: When the stated interest rate is less than the market interest rate, the bond price will be less than its par value.

    • Formula:      \text{Bond Price} < \text{Par Value}

  3. Issued at a Premium: When the stated interest rate is greater than the market interest rate, the bond price will be higher than its par value.

    • Formula:      \text{Bond Price} > \text{Par Value}

In summary, the bond price is influenced by the prevailing market interest rates compared to the bond’s stated interest rate. If you know the specifics (like market rate, stated rate, and term), you can calculate the exact price using present value formulas for future cash flows (interest payments and principal repayment).