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Principles of Accounting, Volume 1: Financial Accounting

13.1 Explain the Pricing of Long-Term Liabilities

Principles of Accounting, Volume 1: Financial Accounting13.1 Explain the Pricing of Long-Term Liabilities
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  1. Preface
  2. 1 Role of Accounting in Society
    1. Why It Matters
    2. 1.1 Explain the Importance of Accounting and Distinguish between Financial and Managerial Accounting
    3. 1.2 Identify Users of Accounting Information and How They Apply Information
    4. 1.3 Describe Typical Accounting Activities and the Role Accountants Play in Identifying, Recording, and Reporting Financial Activities
    5. 1.4 Explain Why Accounting Is Important to Business Stakeholders
    6. 1.5 Describe the Varied Career Paths Open to Individuals with an Accounting Education
    7. Key Terms
    8. Summary
    9. Multiple Choice
    10. Questions
  3. 2 Introduction to Financial Statements
    1. Why It Matters
    2. 2.1 Describe the Income Statement, Statement of Owner’s Equity, Balance Sheet, and Statement of Cash Flows, and How They Interrelate
    3. 2.2 Define, Explain, and Provide Examples of Current and Noncurrent Assets, Current and Noncurrent Liabilities, Equity, Revenues, and Expenses
    4. 2.3 Prepare an Income Statement, Statement of Owner’s Equity, and Balance Sheet
    5. Key Terms
    6. Summary
    7. Multiple Choice
    8. Questions
    9. Exercise Set A
    10. Exercise Set B
    11. Problem Set A
    12. Problem Set B
    13. Thought Provokers
  4. 3 Analyzing and Recording Transactions
    1. Why It Matters
    2. 3.1 Describe Principles, Assumptions, and Concepts of Accounting and Their Relationship to Financial Statements
    3. 3.2 Define and Describe the Expanded Accounting Equation and Its Relationship to Analyzing Transactions
    4. 3.3 Define and Describe the Initial Steps in the Accounting Cycle
    5. 3.4 Analyze Business Transactions Using the Accounting Equation and Show the Impact of Business Transactions on Financial Statements
    6. 3.5 Use Journal Entries to Record Transactions and Post to T-Accounts
    7. 3.6 Prepare a Trial Balance
    8. Key Terms
    9. Summary
    10. Multiple Choice
    11. Questions
    12. Exercise Set A
    13. Exercise Set B
    14. Problem Set A
    15. Problem Set B
    16. Thought Provokers
  5. 4 The Adjustment Process
    1. Why It Matters
    2. 4.1 Explain the Concepts and Guidelines Affecting Adjusting Entries
    3. 4.2 Discuss the Adjustment Process and Illustrate Common Types of Adjusting Entries
    4. 4.3 Record and Post the Common Types of Adjusting Entries
    5. 4.4 Use the Ledger Balances to Prepare an Adjusted Trial Balance
    6. 4.5 Prepare Financial Statements Using the Adjusted Trial Balance
    7. Key Terms
    8. Summary
    9. Multiple Choice
    10. Questions
    11. Exercise Set A
    12. Exercise Set B
    13. Problem Set A
    14. Problem Set B
    15. Thought Provokers
  6. 5 Completing the Accounting Cycle
    1. Why It Matters
    2. 5.1 Describe and Prepare Closing Entries for a Business
    3. 5.2 Prepare a Post-Closing Trial Balance
    4. 5.3 Apply the Results from the Adjusted Trial Balance to Compute Current Ratio and Working Capital Balance, and Explain How These Measures Represent Liquidity
    5. 5.4 Appendix: Complete a Comprehensive Accounting Cycle for a Business
    6. Key Terms
    7. Summary
    8. Multiple Choice
    9. Questions
    10. Exercise Set A
    11. Exercise Set B
    12. Problem Set A
    13. Problem Set B
    14. Thought Provokers
  7. 6 Merchandising Transactions
    1. Why It Matters
    2. 6.1 Compare and Contrast Merchandising versus Service Activities and Transactions
    3. 6.2 Compare and Contrast Perpetual versus Periodic Inventory Systems
    4. 6.3 Analyze and Record Transactions for Merchandise Purchases Using the Perpetual Inventory System
    5. 6.4 Analyze and Record Transactions for the Sale of Merchandise Using the Perpetual Inventory System
    6. 6.5 Discuss and Record Transactions Applying the Two Commonly Used Freight-In Methods
    7. 6.6 Describe and Prepare Multi-Step and Simple Income Statements for Merchandising Companies
    8. 6.7 Appendix: Analyze and Record Transactions for Merchandise Purchases and Sales Using the Periodic Inventory System
    9. Key Terms
    10. Summary
    11. Multiple Choice
    12. Questions
    13. Exercise Set A
    14. Exercise Set B
    15. Problem Set A
    16. Problem Set B
    17. Thought Provokers
  8. 7 Accounting Information Systems
    1. Why It Matters
    2. 7.1 Define and Describe the Components of an Accounting Information System
    3. 7.2 Describe and Explain the Purpose of Special Journals and Their Importance to Stakeholders
    4. 7.3 Analyze and Journalize Transactions Using Special Journals
    5. 7.4 Prepare a Subsidiary Ledger
    6. 7.5 Describe Career Paths Open to Individuals with a Joint Education in Accounting and Information Systems
    7. Key Terms
    8. Summary
    9. Multiple Choice
    10. Questions
    11. Exercise Set A
    12. Exercise Set B
    13. Problem Set A
    14. Problem Set B
    15. Thought Provokers
  9. 8 Fraud, Internal Controls, and Cash
    1. Why It Matters
    2. 8.1 Analyze Fraud in the Accounting Workplace
    3. 8.2 Define and Explain Internal Controls and Their Purpose within an Organization
    4. 8.3 Describe Internal Controls within an Organization
    5. 8.4 Define the Purpose and Use of a Petty Cash Fund, and Prepare Petty Cash Journal Entries
    6. 8.5 Discuss Management Responsibilities for Maintaining Internal Controls within an Organization
    7. 8.6 Define the Purpose of a Bank Reconciliation, and Prepare a Bank Reconciliation and Its Associated Journal Entries
    8. 8.7 Describe Fraud in Financial Statements and Sarbanes-Oxley Act Requirements
    9. Key Terms
    10. Summary
    11. Multiple Choice
    12. Questions
    13. Exercise Set A
    14. Exercise Set B
    15. Problem Set A
    16. Problem Set B
    17. Thought Provokers
  10. 9 Accounting for Receivables
    1. Why It Matters
    2. 9.1 Explain the Revenue Recognition Principle and How It Relates to Current and Future Sales and Purchase Transactions
    3. 9.2 Account for Uncollectible Accounts Using the Balance Sheet and Income Statement Approaches
    4. 9.3 Determine the Efficiency of Receivables Management Using Financial Ratios
    5. 9.4 Discuss the Role of Accounting for Receivables in Earnings Management
    6. 9.5 Apply Revenue Recognition Principles to Long-Term Projects
    7. 9.6 Explain How Notes Receivable and Accounts Receivable Differ
    8. 9.7 Appendix: Comprehensive Example of Bad Debt Estimation
    9. Key Terms
    10. Summary
    11. Multiple Choice
    12. Questions
    13. Exercise Set A
    14. Exercise Set B
    15. Problem Set A
    16. Problem Set B
    17. Thought Provokers
  11. 10 Inventory
    1. Why It Matters
    2. 10.1 Describe and Demonstrate the Basic Inventory Valuation Methods and Their Cost Flow Assumptions
    3. 10.2 Calculate the Cost of Goods Sold and Ending Inventory Using the Periodic Method
    4. 10.3 Calculate the Cost of Goods Sold and Ending Inventory Using the Perpetual Method
    5. 10.4 Explain and Demonstrate the Impact of Inventory Valuation Errors on the Income Statement and Balance Sheet
    6. 10.5 Examine the Efficiency of Inventory Management Using Financial Ratios
    7. Key Terms
    8. Summary
    9. Multiple Choice
    10. Questions
    11. Exercise Set A
    12. Exercise Set B
    13. Problem Set A
    14. Problem Set B
    15. Thought Provokers
  12. 11 Long-Term Assets
    1. Why It Matters
    2. 11.1 Distinguish between Tangible and Intangible Assets
    3. 11.2 Analyze and Classify Capitalized Costs versus Expenses
    4. 11.3 Explain and Apply Depreciation Methods to Allocate Capitalized Costs
    5. 11.4 Describe Accounting for Intangible Assets and Record Related Transactions
    6. 11.5 Describe Some Special Issues in Accounting for Long-Term Assets
    7. Key Terms
    8. Summary
    9. Multiple Choice
    10. Questions
    11. Exercise Set A
    12. Exercise Set B
    13. Problem Set A
    14. Problem Set B
    15. Thought Provokers
  13. 12 Current Liabilities
    1. Why It Matters
    2. 12.1 Identify and Describe Current Liabilities
    3. 12.2 Analyze, Journalize, and Report Current Liabilities
    4. 12.3 Define and Apply Accounting Treatment for Contingent Liabilities
    5. 12.4 Prepare Journal Entries to Record Short-Term Notes Payable
    6. 12.5 Record Transactions Incurred in Preparing Payroll
    7. Key Terms
    8. Summary
    9. Multiple Choice
    10. Questions
    11. Exercise Set A
    12. Exercise Set B
    13. Problem Set A
    14. Problem Set B
    15. Thought Provokers
  14. 13 Long-Term Liabilities
    1. Why It Matters
    2. 13.1 Explain the Pricing of Long-Term Liabilities
    3. 13.2 Compute Amortization of Long-Term Liabilities Using the Effective-Interest Method
    4. 13.3 Prepare Journal Entries to Reflect the Life Cycle of Bonds
    5. 13.4 Appendix: Special Topics Related to Long-Term Liabilities
    6. Key Terms
    7. Summary
    8. Multiple Choice
    9. Questions
    10. Exercise Set A
    11. Exercise Set B
    12. Problem Set A
    13. Problem Set B
    14. Thought Provokers
  15. 14 Corporation Accounting
    1. Why It Matters
    2. 14.1 Explain the Process of Securing Equity Financing through the Issuance of Stock
    3. 14.2 Analyze and Record Transactions for the Issuance and Repurchase of Stock
    4. 14.3 Record Transactions and the Effects on Financial Statements for Cash Dividends, Property Dividends, Stock Dividends, and Stock Splits
    5. 14.4 Compare and Contrast Owners’ Equity versus Retained Earnings
    6. 14.5 Discuss the Applicability of Earnings per Share as a Method to Measure Performance
    7. Key Terms
    8. Summary
    9. Multiple Choice
    10. Questions
    11. Exercise Set A
    12. Exercise Set B
    13. Problem Set A
    14. Problem Set B
    15. Thought Provokers
  16. 15 Partnership Accounting
    1. Why It Matters
    2. 15.1 Describe the Advantages and Disadvantages of Organizing as a Partnership
    3. 15.2 Describe How a Partnership Is Created, Including the Associated Journal Entries
    4. 15.3 Compute and Allocate Partners’ Share of Income and Loss
    5. 15.4 Prepare Journal Entries to Record the Admission and Withdrawal of a Partner
    6. 15.5 Discuss and Record Entries for the Dissolution of a Partnership
    7. Key Terms
    8. Summary
    9. Multiple Choice
    10. Questions
    11. Exercise Set A
    12. Exercise Set B
    13. Problem Set A
    14. Problem Set B
    15. Thought Provokers
  17. 16 Statement of Cash Flows
    1. Why It Matters
    2. 16.1 Explain the Purpose of the Statement of Cash Flows
    3. 16.2 Differentiate between Operating, Investing, and Financing Activities
    4. 16.3 Prepare the Statement of Cash Flows Using the Indirect Method
    5. 16.4 Prepare the Completed Statement of Cash Flows Using the Indirect Method
    6. 16.5 Use Information from the Statement of Cash Flows to Prepare Ratios to Assess Liquidity and Solvency
    7. 16.6 Appendix: Prepare a Completed Statement of Cash Flows Using the Direct Method
    8. Key Terms
    9. Summary
    10. Multiple Choice
    11. Questions
    12. Exercise Set A
    13. Exercise Set B
    14. Problem Set A
    15. Problem Set B
    16. Thought Provokers
  18. Financial Statement Analysis
  19. Time Value of Money
  20. Suggested Resources
  21. Answer Key
    1. Chapter 1
    2. Chapter 2
    3. Chapter 3
    4. Chapter 4
    5. Chapter 5
    6. Chapter 6
    7. Chapter 7
    8. Chapter 8
    9. Chapter 9
    10. Chapter 10
    11. Chapter 11
    12. Chapter 12
    13. Chapter 13
    14. Chapter 14
    15. Chapter 15
    16. Chapter 16
  22. Index

Businesses have several ways to secure financing and, in practice, will use a combination of these methods to finance the business. As you’ve learned, net income does not necessarily mean cash. In some cases, in the long-run, profitable operations will provide businesses with sufficient cash to finance current operations and to invest in new opportunities. However, situations might arise where the cash flow generated is insufficient to cover future anticipated expenses or expansion, and the company might need to secure additional funding.

If the extra amount needed is somewhat temporary or small, a short-term source, such as a loan, might be appropriate. Short-term (current) liabilities were covered in Current Liabilities. When additional long-term funding needs arise, a business can choose to sell stock in the company (equity-based financing) or obtain a long-term liability (debt-based financing), such as a loan that is spread over a period longer than a year.

Types of Long-Term Funding

If a company needs additional funding for a major expenditure, such as expansion, the source of funding would typically be repaid over several years, or in the case of equity-based financing, over an indefinite period of time. With equity-based financing, the company sells an interest in the company’s ownership by issuing shares of the company’s common stock. This financing option is equity financing, and it will be addressed in detail in Corporation Accounting. Here, we will focus on two major long-term debt-based options: long-term loans and bonds.

Debt as an option for financing is an important source of funding for businesses. If a company chooses a debt-based option, the business can borrow money on an intermediate (typically two to four years) or long-term (longer than four years) basis from lenders. In the case of bonds, the funds would be provided by investors. While loans and bonds are similar in that they borrow money on which the borrower will pay interest and eventually repay the lenders, they have some important differences. First, a company can raise funds by borrowing from an individual, bank, or other lender, while a bond is typically sold to numerous investors. When a company chooses a loan, the business signs what is known as a note, and a legal relationship called a note payable is created between the borrower and the lender. The document lists the conditions of the financial arrangement, a fixed predetermined interest rate (or, if the agreement allows, a variable interest rate), the amount borrowed, the borrowing costs to be charged, and the timing of the payments. In some cases, companies will secure an interest-only loan, which means that for the life of the loan the organization pays only the interest expense that has accrued and upon maturity repays the original amount that it borrowed and still owes. For individuals a student loan, car loan, or a mortgage can all be types of notes payable. For Olivia’s car purchase in Why It Matters, a document such as a promissory note is typically created, representing a personal loan agreement between a lender and borrower. Figure 13.2 shows a sample promissory note that might be used for a simple, relatively intermediate-term loan. If we were considering a loan that would be repaid over a several-year period the document might be a little more complicated, although it would still have many of the same components of Olivia’s loan document.

Picture of a Promissory note, formatted with the following information: Loan Agreement Effective Date: [D D / M M / Y Y Y Y]; Borrower; Lender; Address Line 1 (street address); Address Line 1 (street Address); Address Line 2 (city, state, zip code); Address Line 2 (city, state, zip code); Promise to pay: a certain amount in U.S. Dollars within a set number of months from today, in equal continuous monthly payments of a certain amount each on a certain day of each month, with beginning and ending dates. Borrower promises to pay the Lender the principal listed above plus interest at a certain APR%. Value Received for Properety is described. If this note is not paid in full upon date due, the borrower agrees to pay all reasonable cost for collection, including all attorney fees.
Figure 13.2 Promissary Note. A personal loan agreement is a formal contract between a lender and borrower. The document lists the conditions of the loan, including the amount borrowed, the borrowing costs to be charged, and the timing of the payments. (attribution: Copyright Rice University, OpenStax, under CC BY-NC-SA 4.0 license)

If debt instruments are created with a variable interest rate that can fluctuate up or down, depending upon predetermined factors, an inflation measurement must also be included in the documentation. The Federal Funds Rate, for example, is a commonly used tool for potential adjustments in interest rates. To keep our discussion simple, we will use a fixed interest rate in our subsequent calculations.

Another difference between loans and bonds is that the note payable creates an obligation for the borrower to repay the lender on a specified date. To demonstrate the mechanics of a loan,with loans, a note payable is created for the borrower when the loan is initiated. This example assumes the loan will be paid in full by the maturity or due date. Typically, over the life of the loan, payments will be composed of both principal and interest components. The principal component paid typically reduces the amount that the borrower owes the lender. For example, assume that a company borrowed $10,000 from a lender under the following terms: a five-year life, an annual interest rate of 10%, and five annual payments at the end of the year.

Under these terms, the annual payment would be $2,637.97. The first year’s payment would be allocated to an interest expense of $1,000, and the remaining amount of the payment would go to reduce the amount borrowed (principal) by $1,637.97. After the first year’s payment, the company would owe a remaining balance of $8,362.03 ($10,000 – $1637.97.) Additional detail on this type of calculation will be provided in Compute Amortization of Long-Term Liabilities Using the Effective-Interest Method.

Typical long-term loans have other characteristics. For example, most long-term notes are held by one entity, meaning one party provides all of the financing. If a company bought heavy-duty equipment from Caterpillar, it would be common for the seller of the equipment to also have a division that would provide the financing for the transaction. An additional characteristic of a long-term loan is that in many, if not most, situations, the initial creator of the loan will hold it and receive and process payments until it matures.

Returning to the differences between long-term debt and bonds, another difference is that the process for issuing (selling) bonds can be very complicated, especially for companies that are subject to regulation. The bond issue must be approved by the appropriate regulatory agency, and then outside parties such as investment banks sell the bonds to, typically, a large audience of investors. It is not unusual for several months to pass between the time that the company’s board of directors approves the bond offering, gets regulatory approval, and then markets and issues the bonds. This additional time is often the reason that the market rate for similar bonds in the outside business environment is higher or lower than the stated interest rate that the company committed to pay when the bond process was first begun. This difference can lead to bonds being issued (sold) at a discount or premium.

Finally, while loans can normally be paid off before they are due, in most cases bonds must be held by an owner until they mature. Because of this last characteristic, a bond,such as a thirty-year bond, might have several owners over its lifetime, while most long-term notes payable will only have one owner.

Ethical Considerations

Bond Fraud

The U.S. Department of the Treasury (DOT) defines historical bonds as “those bonds that were once valid obligations of American entities but are now worthless as securities and are quickly becoming a favorite tool of scam artists.”1 The DOT also warns against scams selling non-existent “limited edition” U.S. Treasury securities. The scam involves approaching broker-dealers and banks to act as fiduciaries for transactions. Further, the DOT notes: “The proposal to sell these fictitious securities makes misrepresentations about the way marketable securities are bought and sold, and it also misrepresents the role that we play in the original sale and issuance of our securities.”2 Many fraudulent attempts are made to sell such bonds.

According to Business Insider, in the commonest scam, a fake bearer bond is offered for sale for far less than its stated cover price. The difference in the cost and the cover price entices the victim to buy the bond. Again, from Business Insider: “Another variation is a flavor of the ‘Nigerian prince’ scheme; the fraudster will ask for the victim’s help in depositing a recently obtained ‘fortune’ in bonds, promising the victim a cut in return.”3

A diligent accountant is both educated about the investments of their company or organization and is skeptical about any investment that looks too good to be true.

Your Turn

Current versus Long-Term Liabilities

Below is a portion of the 2017 Balance Sheet of Emerson, Inc. (shown in millions of dollars).4 There are several observations we can make from this information.

Portion of Emerson, Inc. balance sheet. For 2016 and 2017, respectively: Current liabilities, short-term borrowings and current maturities of long-term debt: $2,584, 862; Long-term debt: 4,501, 3,794.

Notice the company lists separately the Current Liabilities (listed as “Short-term borrowings and current maturities of long-term debt”) and Long-term Liabilities (listed as “Long-term debt”). Also, under the “Current liabilities” heading, notice the “Short-term borrowings and current maturities of long-term debt” decreased significantly from 2016 to 2017. In 2016, Emerson held $2.584 billion in short-term borrowings and current maturities of long-term debt. This amount decreased by $1.722 billion in 2017, which is a 67% decrease. During the same timeframe, long-term debt decreased $257 million, going from $4.051 billion to $3.794 billion, which is a 6.3% decrease.

Thinking about the primary purpose of accounting, why do you think accountants separate liabilities into current liabilities and long-term liabilities?

Solution

The primary purpose of accounting is to provide stakeholders with financial information that is useful for decision making. It is important for stakeholders to understand how much cash will be required to satisfy liabilities within the next year (liquidity) as well as how much will be required to satisfy long-term liabilities (solvency). Stakeholders, especially lenders and owners, are concerned with both liquidity and solvency of the business.

Fundamentals of Bonds

Now let us look at bonds in more depth. A bond is a type of financial instrument that a company issues directly to investors, bypassing banks or other lending institutions, with a promise to pay the investor a specified rate of interest over a specified period of time. When a company borrows money by selling bonds, it is said the company is “issuing” bonds. This means the company exchanges cash for a promise to repay the cash, along with interest, over a set period of time. As you’ve learned, bonds are formal legal documents that contain specific information related to the bond. In short, it is a legal contract—called a bond certificate (as shown in Figure 13.3) or an indenture—between the issuer (the business borrowing the money) and the lender (the investor lending the money). Bonds are typically issued in relatively small denominations, such as $1,000 so they can be placed in the market and are accessible to a greater market of investors compared to notes. The bond indenture is a contract that lists the features of the bond, such as the amount of money that will be repaid in the future, called the principal (also called face value or maturity value); the maturity date, the day the bond holder will receive the principal amount; and the stated interest rate, which is the rate of interest the issuer agrees to pay the bondholder throughout the term of the bond.

Picture of a Bond Certificate for ABC Company, listing the Issue date as July 1, 2018, Maturity Date as 2023, Principle Amount $1,000, and Stated Interest rate 5 percent.
Figure 13.3 Bond Certificate. If you bought this $1,000 bond on July 1, 2018 and received this bond certificate, it had three important pieces of information: the maturity date (June 30, 2023, 5 years from the issue date when the company will pay back the $1,000; the principal amount ($1,000) which is the amount you will receive in 2023; and the stated annual interest rate (5%) which they will use to determine how much cash to send you each year (0.05 × $1,000 = $50 interest a year for 5 years). (attribution: Copyright Rice University, OpenStax, under CC BY-NC-SA 4.0 license)

For a typical bond, the issuer commits to paying a stated interest rate either once a year (annually) or twice a year (semiannually). It is important to understand that the stated rate will not go up or down over the life of the bond. This means the borrower will pay the same semiannual or annual interest payment on the same dates for the life of the bond. In other words, when an investor buys a typical bond, the investor will receive, in the future, two major cash flows: periodic interest payments paid either annually or semiannually based on the stated rate of the bond, and the maturity value, which is the total amount paid to the owner of the bond on the maturity date.

The process of preparing a bond issuance for sale and then selling on the primary market is lengthy, complex, and is usually performed by underwriters—finance professionals who specialize in issuing bonds and other financial instruments. Here, we will only examine transactions concerning issuance, interest payments, and the sale of existing bonds.

There are two other important characteristics of bonds to discuss. First, for most companies, the total value of bonds issued can often range from hundreds of thousands to several million dollars. The primary reason for this is that bonds are typically used to help finance significant long-term projects or activities, such as the purchase of equipment, land, buildings, or another company.

Concepts In Practice

Apple Inc. Issues Bonds

On May 11, 2017, Apple Inc. issued bonds to get cash. Apple Inc. submitted a form to the Securities and Exchange Commission (www.sec.gov) to announce their intentions.

Apple Bonds Issued May 11, 2017. Maturity, Interest Rate, Bond Amount (respectively): 2020, Floating rate (variable), $500,000,000.00; 2022, Floating rate (variable), $750,000,000.00; 2020, 1.80 percent fixed, $1,000,000,000.00; 2022, 2.30 percent fixed, $1,000,000,000.00; 2024, 2.85 percent fixed, $1,750,000,000.00; 2027, 3.20 percent fixed, $2,000,000,000.00; Total Bond Amount $7,000,000,000.00.

On May 3 of the same year, Apple Inc. had issued their 10-Q (quarterly report) that showed the following assets.

Apple Inc., Consensed Consolidated Balance Sheets (Unaudited) (In millions, except number of shares which are reflected in thousands and par value): Assets, April 1, 2017, September 24, 2016; Current assets: Cash and cash equivlents $15,157, $20,484.

Apple Inc. reported it had $15 billion dollars in cash and a total of $101 billion in Current Assets. Why did it need to issue bonds to raise $7 billion more?

Analysts suggested that Apple would use the cash to pay shareholder dividends. Even though Apple reported billions of dollars in cash, most of the cash was in foreign countries because that was where the products had been sold. Tax laws vary by country, but if Apple transferred the cash to a US bank account, they would have to pay US income tax on it, at a tax rate as high as 39%. So, Apple was much better off borrowing and paying 3.2% interest, which is tax deductible, than bringing the cash to the US and paying a 39% income tax.

However, it’s important to remember that in the United States, Congress can change tax laws at any time, so what was then current tax law when this transaction occurred could change in the future.

The second characteristic of bonds is that bonds are often sold to several investors instead of to one individual investor.

When establishing the stated rate of interest the business will pay on a bond, bond underwriters consider many factors, including the interest rates on government treasury bonds (which are assumed to be risk-free), rates on comparable bond offerings, and firm-specific factors related to the business’s risk (including its ability to repay the bond). The more likely the possibility that a company will default on the bond, meaning they either miss an interest payment or do not return the maturity amount to the bond’s owner when it matures, the higher the interest rate is on the bond. It is important to understand that the stated rate will not change over the life of any one bond once it is issued. However, the stated rate on future new bonds may change as economic circumstances and the company’s financial position changes.

Bonds themselves can have different characteristics. For example, a debenture is an unsecured bond issued based on the good name and reputation of the company. These companies are not pledging other assets to cover the amount in case they fail to pay the debt, or default. The opposite of a debenture is a secured bond, meaning the company is pledging a specific asset as collateral for the bond. With a secured bond, if the company goes under and cannot pay back the bond, the pledged asset would be sold, and the proceeds would be distributed to the bondholders.

There are term bonds, or single-payment bonds, meaning the entire bond will be repaid all at once, rather than in a series of payments. And there are serial bonds, or bonds that will mature over a period of time and will be repaid in a series of payments.

A callable bond (also known as a redeemable bond) is one that can be repurchased or “called” by the issuer of the bond. If a company sells callable bonds with an 8% interest rate and the interest rate the bank is offering subsequently drops to 5%, the company can borrow at that new rate of 5%, call the 8% bonds, and pay them off (even if the purchaser does not want to sell them back). In essence, the institution would be lowering its rate of interest to borrow money from 8% to 5% by calling the bond.

Putable bonds give the bondholder the right to decide whether to sell it back early or keep it until it matures. It is essentially the opposite of a callable bond.

A convertible bond can be converted to common stock in a one-way, one-time conversion. Under what conditions would it make sense to convert? Suppose the face-value interest rate of the bond is 8%. If the company is doing well this year, such that there is an expectation that shareholders will receive a significant dividend and the stock price will rise, the stock might appear to be more valuable than the return on the bond.

Think It Through

Callable versus Putable Bonds

Which type of bond is better for the corporation issuing the bond: callable or putable?

Ethical Considerations

Junk Bonds

Junk bonds, which are also called speculative or high-yield bonds, are a specific type of bond that can be attractive to certain investors. On one hand, junk bonds are attractive because the bonds pay a rate of interest that is significantly higher than the average market rate. On the other hand, the bonds are riskier because the issuing company is deemed to have a higher risk of defaulting on the bonds. If the economy or the company’s financial condition deteriorates, the company will be unable to repay the money borrowed. In short, junk bonds are deemed to be high risk, high reward investments.

The development of the junk bond market, which occurred during the 1970s and 1980s, is attributed to Michael Milken, the so-called “junk bond king.” Milken amassed a large fortune by using junk bonds as a means of financing corporate mergers and acquisitions. It is estimated that during the 1980s, Milken earned between $200 million and $550 million per year.5 In 1990, however, Milken’s winning streak came to an end when, according to the New York Times, he was indicted on “98 counts of racketeering, securities fraud, mail fraud and other crimes.”6 He later pleaded guilty to six charges, resulting in a 10-year prison sentence, of which he served two, and was as also forced to pay over $600 million in fines and settlements.7

Today, Milken remains active in philanthropic activities and, as a cancer survivor, remains committed to medical research.

Pricing Bonds

Imagine a concert-goer who has an extra ticket for a good seat at a popular concert that is sold out. The concert-goer purchased the ticket from the box office at its face value of $100. Because the show is sold out, the ticket could be resold at a premium. But what happens if the concert-goer paid $100 for the ticket and the show is not popular and does not sell out? To convince someone to purchase the ticket from her instead of the box office, the concert-goer will need to sell the ticket at a discount. Bonds behave in the same way as this concert ticket.

Bond quotes can be found in the financial sections of newspapers or on the Internet on many financial websites. Bonds are quoted as a percentage of the bond’s maturity value. The percentage is determined by dividing the current market (selling) price by the maturity value, and then multiplying the value by 100 to convert the decimal into a percentage. In the case of a $30,000 bond discounted to $27,591.94 because of an increase in the market rate of interest, the bond quote would be $27,591.24/$30,000 × 100, or 91.9708. Using another example, a quote of 88.50 would mean that the bonds in question are selling for 88.50% of the maturity value. If an investor were considering buying a bond with a $10,000 maturity value, the investor would pay 88.50% of the maturity value of $10,000, or $8,850.00. If the investor was considering bonds with a maturity value of $100,000, the price would be $88,500. If the quote were over 100, this would indicate that the market interest rate has decreased from its initial rate. For example, a quote of 123.45 indicates that the investor would pay $123,450 for a $100,000 bond.

Figure 13.4 shows a bond issued on July 1, 2018. It is a promise to pay the holder of the bond $1,000 on June 30, 2023, and 5% of $1,000 every year. We will use this bond to explore how a company addresses interest rate changes when issuing bonds.

Picture of a Bond Certificate for ABC Company, listing the Issue date as July 1, 2018, Maturity Date as 2023, Principle Amount/Face Value/Maturity Amount as $1,000, and Stated Interest rate 5 percent of $1,000 paid annually.
Figure 13.4 Bond Certificate. A bond certificate shows the terms of the bond. (attribution: Copyright Rice University, OpenStax, under CC BY-NC-SA 4.0 license)

On this bond certificate, we see the following:

  • The $1,000 principal or maturity value.
  • The interest rate printed on the face of the bond is the stated interest rate, the contract rate, the face rate, or the coupon rate. This rate is the interest rate used to calculate the interest payment on bonds.

Issuing Bonds When the Contract and Market Rates Are the Same

If the stated rate and the market rate are both 5%, the bond will be issued at part value, which is the value assigned to stock in the company’s charter, typically set at a very small arbitrary amount, which serves as legal capital; in our example, the part value is $1,000. The purchaser will give the company $1,000 today and will receive $50 at the end of every year for 5 years. In 5 years, the purchaser will receive the maturity value of the $1,000. The bond’s quoted price is 100.00. That is, the bond will sell at 100% of the $1,000 face value, which means the seller of the bond will receive (and the investor will pay) $1,000.00. You will learn the calculations used to determine a bond’s quoted price later; here, we will provide the quoted price for any calculations.

Issuing Bonds at a Premium

The stated interest rate is not the only rate affecting bonds. There is also the market interest rate, also called the effective interest rate or bond yield. The amount of money that borrowers receive on the date the bonds are issued is influenced by the terms stated on the bond indenture and on the market interest rate, which is the rate of interest that investors can earn on similar investments. The market interest rate is influenced by many factors external to the business, such as the overall strength of the economy, the value of the U.S. dollar, and geopolitical factors.

This market interest rate is the rate determined by supply and demand, the current overall economic conditions, and the credit worthiness of the borrower, among other factors. Suppose that, while a company has been busy during the long process of getting its bonds approved and issued (it might take several months), the interest rate changed because circumstances in the market changed. At this point, the company cannot change the rate used to market the bond issue. Instead, the company might have to sell the bonds at a price that will be the equivalent of having a different stated rate (one that is equivalent to a market rate based on the company’s financial characteristics at the time of the issuance (sale) of the bonds).

If the company offers 5% (the bond rate used to market the bond issue) and the market rate prior to issuance drops to 4%, the bonds will be in high demand. The company is scheduled to pay a higher interest rate than everyone else, so it can issue them for more than face value, or at a premium. In this example, where the stated interest rate is higher than the market interest rate, let’s say the bond’s quoted price is 104.46. That is, the bond will sell at 104.46% of the $1,000 face value, which means the seller of the bond will receive and the investor will pay $1,044.60.

Issuing Bonds at a Discount

Now let’s consider a situation when the company’s bonds prior to issuance are scheduled to pay 5% and the market rate jumps to 7% at issuance. No one will want to buy the bonds at 5% when they can earn more interest elsewhere. The company will have to sell the $1,000 bond for less than $1,000, or at a discount. In this example, where the stated interest rate is lower than the market interest rate, the bond’s quoted price is 91.80. That is, the bond will sell at 91.80% of the $1,000 face value, which means the seller of the bond will receive (and the investor will pay) $918.00.

Sale of Bonds before Maturity

Let’s look at bonds from the perspective of the issuer and the investor. As we previously discussed, bonds are often classified as long-term liabilities because the money is borrowed for long periods of time, up to 30 years in some cases. This provides the business with the money necessary to fund long-term projects and investments in the business. Due to unanticipated circumstances, the investors, on the other hand, may not want to wait up to 30 years to receive the maturity value of the bond. While the investor will receive periodic interest payments while the bond is held, investors may want to receive the current market value prior to the maturity date. Therefore, from the investor’s perspective, one of the advantages of investing in bonds is that they are typically easy to sell in the secondary market should the investor need the money before the maturity date, which may be many years in the future. The secondary market is an organized market where previously issued stocks and bonds can be traded after they are issued.

If a bond sells on the secondary market after it has been issued, the terms of the bond (a particular interest rate, at a determined timeframe, and a given maturity value) do not change. If an investor buys a bond after it is issued or sells it before it matures, there is the possibility that the investor will receive more or less for the bond than the amount the bond was originally sold for. This change in value may occur if the market interest rate differs from the stated interest rate.

Continuing Application

Debt Considerations for Grocery Stores

Every company faces internal decisions when it comes to borrowing funds for improvements and/or expansions. Consider the improvements your local grocery stores have made over the past couple of years. Just like any large retail business, if grocery stores don’t invest in each property by adding services, upgrading the storefront, or even making more energy efficient changes, the location can fall out of popularity.

Such investments require large amounts of capital infusion. The primary available investment funds for privately-owned grocery chains are bank loans or owners’ capital. This limitation often restricts the expansions or upgrades such a company can do at any one time. Publicly-traded grocery chains can also borrow funds from a bank, but other options, like issuing bonds or more stock can also help fund development. Thus publicly-traded grocery chains have more options to fund improvements and can therefore expand their share of the market more easily, unlike their private smaller counterparts who must decide what improvement is the most critical.

Fundamentals of Interest Calculation

Since interest is paid on long-term liabilities, we now need to examine the process of calculating interest. Interest can be calculated in several ways, some more common than others. For our purposes, we will explore interest calculations using the simple method and the compounded method. Regardless of the method involved, there are three components that we need when calculating interest:

  1. Amount of money borrowed (called the principal).
  2. Interest rate for the time frame of the loan. Note that interest rates are usually stated in annual terms (e.g., 8% per year). If the timeframe is excluded, an annual rate should be assumed. Pay particular attention to how often the interest is to be paid because this will affect the rate used in the calculation:
    Interest Rate equals Annual rate divided by Payments per period.
    For example, if the rate on a bond is 6% per year but the interest is paid semi-annually, the rate used in the interest calculation should be 3% because the interest applies to a 6-month timeframe (6% ÷ 2). Similarly, if the rate on a bond is 8% per year but the interest is paid quarterly, the rate used in the interest calculation should be 2% (8% ÷ 4).
  3. Time period for which we are calculating the interest.

Let’s explore simple interest first. We use the following formula to calculate interest in dollars:

Interest in $ equals Principal times Interest Rate times Time.

Principal is the amount of money invested or borrowed, interest rate is the interest rate paid or earned, and time is the length of time the principal is borrowed or invested. Consider a bank deposit of $100 that remains in the account for 3 years, earning 6% per year with the bank paying simple interest. In this calculation, the interest rate is 6% a year, paid once at the end of the year. Using the interest rate formula from above, the interest rate remains 6% (6% ÷ 1). Using 6% interest per year earned on a $100 principal provides the following results in the first three years (Figure 13.5):

  • Year 1: The $100 in the bank earns 6% interest, and at the end of the year, the bank pays $6.00 in interest, making the amount in the bank account $106 ($100 principal + $6 interest).
  • Year 2: Assuming we do not withdraw the interest, the $106 in the bank earns 6% interest on the principal ($100), and at the end of the year, the bank pays $6 in interest, making the total amount $112.
  • Year 3: Again, assuming we do not withdraw the interest, $112 in the bank earns 6% interest on the principal ($100), and at the end of the year, the bank pays $6 in interest, making the total amount $118.
Year 1, 2, 3 (respectively): Initial investment, $100, $100, $100; Annual interest rate 6 percent, 0.06, 0.06, 0.06; Interest earned, $6.00, $6.00, $6.00; Add amount to date, $100.00 $106.00, $112.00; Total cash $106.00, $112.00, $118.00.
Figure 13.5 Simple Interest. Simple interest earns money only on the principal. (attribution: Copyright Rice University, OpenStax, under CC BY-NC-SA 4.0 license)

With simple interest, the amount paid is always based on the principal, not on any interest earned.

Another method commonly used for calculating interest involves compound interest. Compound interest means that the interest earned also earns interest. Figure 13.6 shows the same deposit with compounded interest.

Year 1, 2, 3 (respectively): Initial investment, $100.00, $106.00, $112.36; Annual interest rate 6 percent, 0.06, 0.06, 0.06; Interest earned, $6.00, $6.36, $6.74; Add amount to date $100.00 $106.00, $112.36; Total cash $106.00, $112.36, $119.10.
Figure 13.6 Compound Interest. Compound interest earns money on the principal plus interest earned in a previous period. (attribution: Copyright Rice University, OpenStax, under CC BY-NC-SA 4.0 license)

In this case, investing $100 today in a bank that pays 6% per year for 3 years with compound interest will produce $119.10 at the end of the three years, instead of $118.00, which was earned with simple interest.

At this point, we need to provide an assumption we make in this chapter. Since financial institutions typically cannot deal in fractions of a cent, in calculations such as the above, we will round the final answer to the nearest cent, if necessary. For example, the final cash total at the end of the third year in the above example would be $119.1016. However, we rounded the answer to the nearest cent for convenience. In the case of a car or home loan, the rounding can lead to a higher or lower adjustment in your final payment. For example, you might finance a car loan by borrowing $20,000 for 48 months with monthly payments of $469.70 for the first 47 months and $469.74 for the final payment.

Footnotes

  • 1 U.S. Department of the Treasury. “Historical Bond Fraud.” September 21, 2012. https://www.treasury.gov/about/organizational-structure/ig/Pages/Scams/Historical-Bond-Fraud.aspx
  • 2 U.S. Department of the Treasury. “Examples of Known Phony Securities.” April 5, 2013. https://www.treasury.gov/about/organizational-structure/ig/Pages/Scams/Examples-of-Known-Phony-Securities.aspx
  • 3 Lawrence Delavigne. “Fake Bearer Bonds Were Just the Beginning of Huge Wave of Bond-Fraud.” Business Insider. October 12, 2009. https://www.businessinsider.com/bond-fraud-is-on-the-rise-2009-10
  • 4 Emerson. 2017 Annual Report. Emerson Electric Company. 2017. https://www.emerson.com/documents/corporate/2017emersonannualreport-en-2883292.pdf
  • 5 James Chen. “Micheal Milken.” January 22, 2018. https://www.investopedia.com/terms/m/michaelmilken.asp
  • 6 Kurt Eichenwald. “Milken Set to Pay a $600 Million Fine in Wall St. Fraud.” April 21, 1990. https://www.nytimes.com/1990/04/21/business/milken-set-to-pay-a-600-million-fine-in-wall-st-fraud.html?pagewanted=all
  • 7 Michael Buchanan. “November 21, 1990, Michael Milken Sentenced to 10 Years for Security Law Violations.” November 20, 2011. http://reasonabledoubt.org/criminallawblog/entry/november-21-1990-michael-milken-sentenced-to-10-years-for-security-law-violations-today-in-crime-history-1
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