Bonds Payable: How to Record Issuance at Premium, Discount, and Par With Amortization

When a company issues bonds, the price investors pay depends on how the bond's stated (coupon) interest rate compares to the market interest rate at the time of issuance. Three scenarios: **At par** (stated rate = market rate): investors pay exactly the face value. A $1,000 bond sells for $1,000. No premium or discount. **At a premium** (stated rate > market rate): investors pay MORE than face value because the bond's coupon rate is higher than what the market requires. A $1,000 bond might sell for $1,050. The $50 excess is the premium. **At a discount** (stated rate < market rate): investors pay LESS than face value because the bond's coupon rate is lower than the market. A $1,000 bond might sell for $950. The $50 shortfall is the discount. The key concept: regardless of the issue price, the company repays FACE VALUE at maturity. If a company issues a $1,000 bond at $1,050 (premium), it receives $1,050 cash today but pays back only $1,000 at maturity. The $50 premium is essentially a reduction in the cost of borrowing — the company received extra cash upfront because its coupon rate was generous. Over the life of the bond, that $50 premium is AMORTIZED (gradually reduced) against interest expense, reducing the reported interest cost each period. Conversely, if the bond is issued at $950 (discount), the company received less cash than it will repay. The $50 discount is an ADDITIONAL cost of borrowing — the company must pay back more than it received. Over the life of the bond, the $50 discount is amortized and ADDED to interest expense, increasing the reported interest cost each period. Snap a photo of any bonds payable problem and AccountingIQ identifies whether it is par, premium, or discount, records the issuance entry, and builds the complete amortization schedule with interest payment entries. This content is for educational purposes only.

**Issuance at par**: a company issues $500,000 of 10-year, 6% bonds when the market rate is also 6%. Dr. Cash $500,000 Cr. Bonds Payable $500,000 Simple — cash received equals face value. No premium or discount. **Issuance at a premium**: same bonds but the market rate is 5% (below the stated 6%). Investors pay $538,973 for the bonds (the present value of the cash flows discounted at 5%). Dr. Cash $538,973 Cr. Bonds Payable $500,000 Cr. Premium on Bonds Payable $38,973 The Premium on Bonds Payable is an ADJUNCT account — it is added to Bonds Payable on the balance sheet. The carrying value of the bonds at issuance is $500,000 + $38,973 = $538,973 (exactly what investors paid). Over the bond's life, the premium is amortized down to zero, so the carrying value gradually decreases from $538,973 to $500,000 at maturity. **Issuance at a discount**: same bonds but the market rate is 7% (above the stated 6%). Investors pay $464,852 for the bonds. Dr. Cash $464,852 Dr. Discount on Bonds Payable $35,148 Cr. Bonds Payable $500,000 The Discount on Bonds Payable is a CONTRA-LIABILITY account — it is subtracted from Bonds Payable on the balance sheet. The carrying value at issuance is $500,000 - $35,148 = $464,852 (what investors paid). Over the bond's life, the discount is amortized to zero, so the carrying value gradually increases from $464,852 to $500,000 at maturity. **Balance sheet presentation**: Premium example: Long-term liabilities: Bonds payable $500,000 Plus: Premium on bonds payable $38,973 Carrying value $538,973 Discount example: Long-term liabilities: Bonds payable $500,000 Less: Discount on bonds payable ($35,148) Carrying value $464,852 Note: the carrying value ALWAYS starts at the issue price and moves toward the face value over the life of the bond. For premiums, it decreases. For discounts, it increases. At maturity, carrying value = face value = $500,000 regardless of original issue price. AccountingIQ shows the balance sheet presentation at any point during the bond's life based on the remaining unamortized premium or discount.

The premium or discount must be amortized (spread) over the life of the bond. Two methods are used: **Straight-line method** (simpler, allowed under GAAP when the difference from effective interest is not material): amortize the same dollar amount of premium or discount each interest period. Formula: Amortization per period = Total premium (or discount) / Number of interest periods Example: $38,973 premium, 10-year bond with semi-annual interest payments = 20 interest periods. Amortization per period = $38,973 / 20 = $1,949 per period. Each interest payment entry (semi-annual): Dr. Interest Expense $13,051 (cash interest - amortization) Dr. Premium on Bonds Payable $1,949 (amortization of premium) Cr. Cash $15,000 (face × stated rate × 6/12 = $500,000 × 6% × 0.5) Notice: cash paid is always face value × stated rate ($15,000). But interest EXPENSE is reduced by the premium amortization ($15,000 - $1,949 = $13,051). This is the effect of the premium — it reduces the true cost of borrowing. For a discount, the amortization INCREASES interest expense: Dr. Interest Expense $16,757 (cash interest + amortization) Cr. Discount on Bonds Payable $1,757 (amortization of discount) Cr. Cash $15,000 **Effective interest method** (required under IFRS and preferred under GAAP): the amortization amount changes each period because it is based on the CARRYING VALUE of the bond multiplied by the MARKET rate. Formula: Interest expense = Carrying value × Market rate per period Amortization = Interest expense - Cash interest paid (for premium, this is negative; for discount, positive) Example: $500,000 bonds issued at $538,973, stated rate 6%, market rate 5%, semi-annual payments. Period 1: Interest expense = $538,973 × (5%/2) = $538,973 × 0.025 = $13,474 Cash interest = $500,000 × (6%/2) = $15,000 Premium amortization = $15,000 - $13,474 = $1,526 New carrying value = $538,973 - $1,526 = $537,447 Period 2: Interest expense = $537,447 × 0.025 = $13,436 Cash interest = $15,000 Premium amortization = $15,000 - $13,436 = $1,564 New carrying value = $537,447 - $1,564 = $535,883 Notice how the amortization INCREASES slightly each period under the effective interest method (from $1,526 to $1,564). This is because as the carrying value decreases, the interest expense decreases, and the gap between cash interest and interest expense grows. The result is accelerating amortization over the bond life. The effective interest method is more complex but theoretically correct because it reflects the actual cost of borrowing at the market rate applied to the outstanding obligation. Straight-line is simpler and acceptable when the difference is immaterial. **Which method to use on exams**: if the problem says "effective interest" or "interest method," use effective interest. If it says "straight-line," use straight-line. If it does not specify, use effective interest (the GAAP default). If the problem says "IFRS," effective interest is required. AccountingIQ builds complete amortization schedules under both methods and shows the journal entry for each interest period, including the changing amortization amounts under the effective interest method.

At maturity, the bond's carrying value equals its face value (because all premium or discount has been amortized). The retirement entry at maturity is simply: Dr. Bonds Payable $500,000 Cr. Cash $500,000 No gain or loss — the carrying value matches the cash paid. **Early retirement (before maturity)**: companies sometimes retire bonds early by repurchasing them on the open market or calling them (if the bonds have a call provision). Early retirement creates a GAIN or LOSS because the market price at retirement likely differs from the carrying value. Gain or Loss = Carrying Value at retirement - Cash paid to retire Example: a company retires bonds with a carrying value of $485,000 (face $500,000 minus unamortized discount of $15,000) by paying $475,000 on the open market. Gain = $485,000 - $475,000 = $10,000 gain on retirement Entry: Dr. Bonds Payable $500,000 Cr. Discount on Bonds Payable $15,000 Cr. Cash $475,000 Cr. Gain on Retirement of Bonds $10,000 The company paid less than the carrying value, so it realizes a gain. Conversely, if the company paid $495,000 to retire bonds with a carrying value of $485,000, it would record a $10,000 LOSS. Early retirement gains and losses are reported on the income statement. Under current GAAP, they appear in income from continuing operations (no longer classified as extraordinary items since ASC 225 eliminated that classification). Under IFRS, they typically appear in finance costs. **Bond refunding**: a common real-world scenario where a company retires existing bonds by issuing new bonds at a lower interest rate. The company is essentially refinancing its debt. The old bonds are retired (possibly at a premium call price), and new bonds are issued at the current lower market rate. The accounting involves: (1) issuing the new bonds (recording the new liability and cash received), (2) using the proceeds to retire the old bonds (recording any gain or loss on retirement), and (3) any issue costs on the new bonds are amortized over their life. **The full lifecycle of a bond from the issuer's perspective:** 1. Issue the bond — record cash received, bonds payable, and any premium or discount 2. Make interest payments — record interest expense with premium/discount amortization each period 3. Build amortization schedule — track the carrying value as it moves toward face value 4. At maturity (or early retirement) — pay face value (or market price) and derecognize the liability Each step has specific journal entries that students must master. The most tested areas on exams are: the issuance entry (distinguishing par/premium/discount), the interest payment entry with amortization (under both methods), and early retirement gains/losses. AccountingIQ handles the full bond lifecycle — from issuance through amortization schedule through retirement — with the complete journal entries at each stage.