Title: Bonds
1Bonds
- Chapter 13 from Financial Accounting
2Bonds
- A form of interest bearing note
- Requires periodic interest payments
- The face amount must be repaid at the maturity
date - Bondholders are creditors of the issuing
corporation
3Terminology
- Bond Indenture
- Contract with bondholders
- Principal
- Face value of each bond
4Types of Bonds
- Term Bonds
- Serial Bonds
- Convertible bonds
- Callable bonds
- Debenture bonds
5Present Value Bonds
- Price that buyers are willing to pay for the
bonds dependent upon - The face amount of the bonds
- Periodic interest to be paid
- Market rate of interest
6Interest
- Coupon rate
- Rate of interest stated on the bonds
- Market or effective rate
- Interest determined by market conditions
7Interest rates
- If the Market rate coupon rate
- BONDS sells at FACE
- If the market rate gt Coupon rate
- BONDS sells BELOW Face
- DISCOUNT
- If the market rate lt coupon rate
- BONDS sells ABOVE face
- PREMIUM
8Accounting for Bonds
- Bonds issued at face value
- Cash DR
- Bonds payable CR
- Interest exp DR
- Cash CR
9Bonds at Discount
- Steps
- Compute the PV of the face amount
- Computer the PV of the interest payments
- Add the amounts in the first two steps
- Face amount selling price discount
10Bonds at Discount
- Entry
- Cash DR
- Discount DR
- Bonds payable CR
- Example Corp sells 100,000 of 5 years bonds
with a coupon rate of interest of 12 and market
rate of interest of 13. Interest is 6,000 is
paid semiannually.
11Example 3
Selling Price of Bonds PV of FACE ( 100,000, r
13/2, p 5 X 2) 100,000 X .53273
53,273 PV of
Interest pay (6,000, r 6.5, p 10) 6,000 X
7.1883
43,130 Selling price of bonds
96,403
12Example 3
Face value 100,000 Selling price
96,403 Discount 3,597 ENTRY
Cash 96,403 Discount 3,597
Bonds payable 100,000
13Example 4
PV( 200,000, r 11/2, p 10) 200,000 X
.58543 117,086 PV (
10,000, r 11/2, p10) 10,000 X 7.53763
75,376 Selling price
192,462 Face 200,000 Discount
7,538
14Example 4
Entry Cash 192,462 Discount
7,538 Bonds payable 200,000
15Amortization of Bond Discount
- Two methods
- Straight line method
- Discount amortized Discount/ of interest
payments - Effective interest method
16Example 5
- Discount amortized 3594/10 359.4
- Interest expense 6,360
- Discount 360
- Cash 6,000
17- Example 6
- Interest exp 3780
- discount 780
- cash 3000
- Discount amortized 7800/10 780
18Bonds issued at Premium
- Same as discount
- Face amount selling price premium
- Entry
- Cash DR
- Bonds payable CR
- Premium CR
19Example 3
- Corporation sells 100,000 of 5 year bond with a
coupon rate of interest of 12 and market rate of
interest of 11. Interest of 6,000 is paid
semiannually.
20Example 3
PV ( 100,000, r11/2, p 10) 100,000 X .58543
58,543 PV(6,000,
r11/2, p10) 6,000 X 7.53763
45,226 Selling price
103,769 Face
100,000 Premium 3,769
21Example 3
- Cash 103,769
- Premium 3,769
- Bonds payable 100,000
22Example 4
- PV( 200,000, p10, r 5)
- 200,000 .61391 122,782
- PV(11,000, p 10, r)
- 11,000 7.72174 89,939
- Selling price
207,721 - Face 200,000
- Premium 7,721
23Entry
- Cash 207,721
- Premium 7,721
- Bonds payable 200,000
24Premium Amortization
- Straight line method
- Amortized Premium/ of interest payment
- Example 5
- Amortized 3594/10 360
- Interest exp 5640
- Premium 360
- Cash 6,000
25Example 6
- Amortized 7800/10 780
- Interest exp 7020
- Premium 780
- Cash 7800
26Homework
- EX 13-8
- EX 13-9
- Ex 13-11
- EX 13-12
- EX 13-13
27Update
- Wed 12/3 Review
- Test Three
- Differential analysis
- Capital investment analysis
- Cash flows
- Bonds
- Multiple choice/ short problems
- Monday 12/8
- Homework due
- Test three
- Wednesday 12/10
- Review for final examination
- Monday 12/15
- Final Examination