1. Learning Objectives Power Notes 1.Financing Corporations 2.Characteristics of Bonds Payable 3.The Present-Value Concept and Bonds Payable 4.Accounting for Bonds Payable 5.Bond Sinking Funds 6.Bond Redemption 7.Investments in Bonds 8.Corporation Balance Sheet 9.Financial Analysis and Interpretation Chapter 14 C14 Bonds Payable and Investments in Bonds Bonds Payable and Investments in Bonds

2. Long-Term Financing Characteristics of Bonds Payable Time Value of Money Issuing Bonds Payable Redemption of Bonds Payable Investments in Bonds Number of Times Interest Earned Slide #Power Note Topics 3 9 17 28 34 35 36 Note: To select a topic, type the slide # and press Enter. Power Notes Chapter 14 Bonds Payable and Investments in Bonds Bonds Payable and Investments in Bonds

3. Two Methods of Long-Term Financing Resources = Sources Stockholders’ Equity Assets Liabilities

4. Two Methods of Long-Term Financing Resources = Sources Stockholders’ Equity Assets Liabilities Equity Financing – Stockholders

5. Two Methods of Long-Term Financing Resources = Sources Stockholders’ Equity Assets Liabilities Bondholders Equity Financing – Stockholders Debt Financing – Bondholders

6. Two Methods of Financing Bondholders Bonds (debt) Bonds (debt) – Interest payments to bondholders are an expense that reduces taxable income. Stock (equity) Stock (equity) – Dividend payments are made from after tax net income and retained earnings. Earnings per share on common stock can often be increased by issuing bonds rather than additional stock. Why issue bonds rather than stock? Why issue bonds rather than stock? Stockholders

7. Alternative Financing Plans – $800,000 Earnings Plan 1Plan 2Plan 3 12 % bonds——$2,000,000 Preferred 9% stock, $50 par—$2,000,0001,000,000 Common stock, $10 par$4,000,0002,000,0001,000,000 Total$4,000,000$4,000,000$4,000,000 Earnings before interest and income tax$ 800,000$ 800,000$ 800,000 Deduct interest on bonds——240,000 Income before income tax$ 800,000$ 800,000$ 560,000 Deduct income tax320,000320,000224,000 Net income$ 480,000$ 480,000$ 336,000 Dividends on preferred stock—180,00090,000 Available for dividends$ 480,000$ 300,000$ 246,000 Shares of common stock  400,000  200,000  100,000 Earnings per share$ 1.20$ 1.50$ 2.46

8. Alternative Financing Plans – $440,000 Earnings Plan 1Plan 2Plan 3 12 % bonds——$2,000,000 Preferred 9% stock, $50 par—$2,000,0001,000,000 Common stock, $10 par$4,000,0002,000,0001,000,000 Total$4,000,000$4,000,000$4,000,000 Earnings before interest and income tax$ 440,000$ 440,000$ 440,000 Deduct interest on bonds——240,000 Income before income tax$ 440,000$ 440,000$ 200,000 Deduct income tax176,000176,00080,000 Net income$ 264,000$ 264,000$ 120,000 Dividends on preferred stock—180,00090,000 Available for dividends$ 264,000$ 84,000$ 30,000 Shares of common stock  400,000  200,000  100,000 Earnings per share$ 0.66$ 0.42$ 0.30

9. Characteristics of Bonds Payable  Long-term debt – repayable 10, 20, or 30 years after date of issuance.  Issued in face (principal) amounts of $1,000, or multiples of $1,000. 4 Contract interest rate is fixed for term (life) of the bond. 4 Face amount of bond repayable at maturity date.

10. Bond Variables and Constants Constants 1. Constants – fixed by bond contract. a.Principal (face) amount. b.Contract rate of interest. c.Term (life) of the bond. Variables 2.Variables – determined in the bond market. a.Market price of the bond. b.Market (effective) interest rate.

11. How are Bond Prices Determined 1. Present Value of Face Amount The present value of the face amount (constant) of the bond at its maturity date, based on the current market interest rate (variable). 2. Present Value of Interest Payments The present value of the periodic interest payments (constant) for the term of the bonds, based on the current market interest rate (variable). The selling price of bonds are based on two amounts.

12. Market and Contract Interest Rates Differences in market and bond contract interest rates result in Discounts and Premiums. WhenBonds sell at Market rate = Contract rate Market rate > Contract rate Market rate < Contract rate Face value Discount Premium

13. Cash Flow of Bonds Payable Cash Outflows: Interest payments$ 60,000=$ 43,133 (10 periods at $6,000) Face amount100,000=53,273 (at end of 5 years) $160,000=$96,403 Cash Inflows: Selling proceeds$ 96,406=$96,406 Present Values On January 1, $100,000 of 12%, five-year bonds, with interest of $6,000 payable semiannually are issued. Market rate is 13% at date of issue.

14. Cash Flow of Bonds Payable Cash Outflows: Interest payments$ 60,000=$ 43,133 (10 periods at $6,000) Face amount100,000=43,133 (at end of 5 years) $160,000=$96,403 Cash Inflows: Selling proceeds$ 96,403=$96,403 Present Values On January 1, $100,000 of 12%, five-year bonds, with interest of $6,000 payable semiannually are issued. Market rate is 13% at date of issue. Present value of an annuity of $6,000 for 10 periods at a market rate of 6.5% per period is $43,133. Payment x Factor = Present Value $6,000 x 7.1888 = $43,133

15. Cash Flow of Bonds Payable Cash Outflows: Interest payments$ 60,000=$ 43,133 (10 periods at $6,000) Face amount100,000=53,273 (at end of 5 years) $160,000=$96,403 Cash Inflows: Selling proceeds$ 96,403=$96,403 Present Values On January 1, $100,000 of 12%, five-year bonds, with interest of $6,000 payable semiannually are issued. Market rate is 13% at date of issue. Present value of $100,000 paid at the end of 10 six-month periods at a market rate of 6.5% per period is $53,273. Payment x Factor = Present Value $100,000 x.53273 = $53,273

16. Cash Flow of Bonds Payable Present Values On January 1, $100,000 of 12%, five-year bonds, with interest of $6,000 payable semiannually are issued. Market rate is 13% at date of issue. Cash Outflows: Interest payments$ 60,000=$ 43,133 (10 periods at $6,000) Face amount100,000=53,273 (at end of 5 years) $160,000 $160,000=$96,406 Cash Inflows: $96,406 Selling price $96,406

17. The Time Value of Money – Future Value The time value of money concept is used in many business decisions. This concept is an important consideration in accounting for bonds payable. Present Value Future Value $1,000 $ ???? What is the future value of $1,000 invested today (present value) at 8% per year?

18. The Time Value of Money – Future Value The time value of money concept is used in many business decisions. This concept is an important consideration in accounting for bonds payable. Present Value Future Value $1,000 = $1,000 + ($1,000 x 8%) = $1,000 x 108% or 1.08 What is the future value of $1,000 invested today (present value) at 8% per year? $1,080

19. The Time Value of Money – Present Value The time value of money concept is used in many business decisions. This concept is an important consideration in accounting for bonds payable. Present Value Future Value $ ???? What is the present value of $1,000 to be received one year from today at 8% per year? $1,000

20. The Time Value of Money – Present Value The time value of money concept is used in many business decisions. This concept is an important consideration in accounting for bonds payable. Present Value Future Value $ 925.93 = $1,000 / 108% or 1.08 What is the present value of $1,000 to be received one year from today at 8% per year? $1,000

21. Calculating Present Values Present values can be determined using present value tables, mathematical formulas, calculators or computers. Present value of $1 with Compound Interest 1.9434=$1.0000/ 1.06 Calculator PV Table Period 6% One dollar at the end of one period at 6% per period is equal to $.9434 today (present value).

22. Calculating Present Values Present values can be determined using present value tables, mathematical formulas, calculators or computers. Present value of $1 with Compound Interest PV Table Period 6% One dollar at the end of two periods at 6% per period is equal to $.8900 today (present value). To use the value from the prior period as the starting point, don’t clear your calculator..9434 1.9434=$1.0000/ 1.06 $.9434 2.8900=$.9434/ 1.06 Calculator

23. Calculating Present Values Present values can be determined using present value tables, mathematical formulas, calculators, or computers. Present value of $1 with Compound Interest PV Table Period 6% One dollar at the end of three periods at 6% per period is equal to $.8396 today (present value). 1.9434=$1.0000/ 1.06.8900 2.8900=$.9434/ 1.06 $.8900 3.8396= $.8900/ 1.06 Calculator

24. Calculating Present Values Present values can be determined using present value tables, mathematical formulas, calculators or computers. Present value of $1 with Compound Interest 1.9434=$1.0000/ 1.06 2.8900=$.9434/ 1.06 3.8396= $.8900/ 1.06 4.7921= $.8396/ 1.06 5.7432= $.7921/ 1.06 6.7050= $.7432/ 1.06 PV Table Period 6% When using a calculator, learn to use constant division. You will then enter $1 and 1.06 the first time, pressing only the equal (=) key for each successive answer. Calculator

25. Calculating Present Values of Annuities Present value of $1 — Annuity of $1 PV TableAnnuity Period 6% 6% Calculation Sum of Periods.9434 1.9434.9434= Period 1.8900 2.89001.8334= Periods 1–2 3.83962.6730 = Periods 1–3 4.79213.4651 = Periods 1–4 5.74324.2124 = Periods 1–5 4.2124 The PV of an annuity of $1 to be received each year for two years is $1.8334. This is the sum of the PV of the two amounts for periods 1 and 2. Annuities represent a series of equal amounts to be paid or received in the future over equal periods.

26. Calculating Present Values of Annuities Present value of $1 — Annuity of 1$ PV TableAnnuity Period 6% 6% Calculation Sum of Periods.9434 1.9434.9434= Period 1.8900 2.89001.8334= Periods 1–2.8396 3.83962.6730 = Periods 1–3 4.79213.4651 = Periods 1–4 5.74324.2124 = Periods 1–5 4.2124 The PV of an annuity of $1 to be received each year for three years is $2.6730. This is the sum of the PV of the three amounts for periods 1–3. Annuities represent a series of equal amounts to be paid or received in the future over equal periods.

27. Calculating Present Values of Annuities Annuities represent a series of equal amounts to be paid or received in the future over equal periods. Present value of $1 — Annuity of 1$ PV TableAnnuity Period 6% 6% Calculation Sum of Periods 1.9434.9434= Period 1 2.89001.8334= Periods 1–2 3.83962.6730 = Periods 1–3 4.79213.4651 = Periods 1–4 5.74734.2124 = Periods 1–5 4.2124 Total

28. Cash100,000 Bonds Payable100,000 PV of face due in 5 years ($100,000 x 0.55840) = $55,840 PV of $1 for 10 periods at 6% PV of 10 interest payments ($6,000 x 7.36009) = 44,160 PV of annuity of $1 for 10 periods at 6% Total selling price= $100,000 DateDescriptionDebitCredit DateDescriptionDebitCredit Bonds Issued at Face Amount Jan. 1 Issued 12%, five-year bonds at face. On January 1, $100,000 of 12%, five-year bonds, with interest of $6,000 payable semiannually are issued. Market rate is 12% at date of issue.

29. DateDescriptionDebitCredit DateDescriptionDebitCredit Bonds Issued at a Discount Cash96,406 Discount on Bonds Payable3,594 Bonds Payable100,000 PV of face due in 5 years ($100,000 x 0.53273) = $53,273 (PV of $1 for 10 periods at 6.5%) PV of 10 interest payments ($6,000 x 7.18883) =$43,133 (PV of annuity of $1 for 10 periods at 6.5%) Total selling price=$96,406 Jan. 1 Issued 12%, five-year bonds at a discount. On January 1, $100,000 of 12%, five-year bonds, with interest of $6,000 payable semiannually are issued. Market rate is 13% at date of issue.

30. DateDescriptionDebitCredit DateDescriptionDebitCredit Amortization of a Bond Discount Interest Expense6,359.70 Discount on Bonds Payable359.70 Cash6,000.00 Jan. 1 Issued 12%, five-year bonds at a discount. The straight-line method amortizes bond discount in equal periodic amounts. Cash96,406 Discount on Bonds Payable3,594 Bonds Payable100,000 Payment of semiannual interest and amortization of 1/10 of bond discount. Jun. 30

31. DateDescriptionDebitCredit DateDescriptionDebitCredit Bonds Issued at a Premium Cash103,769 Bonds Payable100,000 Premium on Bonds Payable3,769 PV of face due in 5 years ($100,000 x 0.58543) = $ 58,543 (PV of $1 for 10 periods at 5.5%) PV of 10 interest payments ($6,000 x 7.53763) =45,226 (PV of annuity of $1 for 10 periods at 5.5%) Total PV (selling price)= $103,769 Jan. 1 Issued 12%, five-year bonds at a premium. On January 1, $100,000 of 12%, five-year bonds, with interest of $6,000 payable semiannually are issued. Market rate is 11% at date of issue.

32. DateDescriptionDebitCredit DateDescriptionDebitCredit Amortization of a Bond Premium Interest Expense5,623.10 Premium on Bonds Payable376.90 Cash6,000.00 Jan. 1 Issued 12%, five-year bonds at a premium. The straight-line method amortizes bond premium in equal periodic amounts. Cash103,769 Bonds Payable100,000 Premium on Bonds Payable3,769 Payment of semiannual interest and amortization of 1/10 of bond premium. Jun. 30

33. DateDescriptionDebitCredit DateDescriptionDebitCredit Zero-Coupon Bonds Cash53,273 Discount on Bonds Payable46,727 Bonds Payable100,000 PV of face due in 5 years ($100,000 x 0.53273) = $53,273 (PV of $1 for 10 periods at 6.5%) An investment of $53,273 today would yield $100,000 in five years compounded semiannually at 6.5%. Jan. 1 Issued $100,000 five-year zero-coupon bonds. Zero-coupon bonds do not provide for interest payments. Only the face amount is paid at maturity. Assume market rate is 13% at date of issue.

34. DateDescriptionDebitCredit DateDescriptionDebitCredit Bond Redemption Bonds Payable25,000 Premium on Bonds Payable1,000 Gain on Redemption of Bonds2,000 Cash24,000 Redeemed one-fourth of the total bonds. A corporation may call or redeem its bonds before they mature. Assume a bond issue of $100,000 and an unamortized premium of $4,000. Carrying value is $96,000 and one-fourth of the bonds are purchased. Jun. 30

35. DateDescriptionDebitCredit DateDescriptionDebitCredit Investments in Bonds Investment in Bonds1,025.30 Interest Revenue10.20 Cash1,035.50 Investors do not usually record premium (or discount) in separate accounts because bonds are not often held until maturity. Purchased a $1,000 bond at 102 plus a brokerage fee of $5.30 and accrued interest of $10.20 Bonds are purchased directly from the issuing corporation or through an organized bond exchange. Bond prices are quoted as a percentage of the face amount. Apr. 2

36. Solvency Measures — The Long-Term Creditor Number of Times Interest Charges Earned 20032002 Income before income tax$ 900,000$ 800,000 Add interest expense 300,000 250,000 Amount available for interest$1,200,000$1,050,000

37. Solvency Measures — The Long-Term Creditor Number of Times Interest Charges Earned Use:To assess the risk to debtholders in terms of number of times interest charges were earned. 20032002 Income before income tax$ 900,000$ 800,000 Add interest expense 300,000 250,000 Amount available for interest$1,200,000$1,050,000 Number of times earned4.0 times4.2 times

38. Note: To see the topic slide, type 2 and press Enter. This is the last slide in Chapter 14. Power Notes Chapter 14 Bonds Payable and Investments in Bonds Bonds Payable and Investments in Bonds