Who issues Bonds?
1. U.S. Government
2. Corporations
3. Local and State Governments
4. Foreign Governments and Corporations
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| Term | Definition |
|---|---|
Who issues Bonds? | 1. U.S. Government
2. Corporations
3. Local and State Governments
4. Foreign Governments and Corporations |
What are the features of a bond? | 1. Indentures
2. No Ownership or voting rights
3. Fixed interest payments at set dates, usually twice a year
4. Maturity Date
5. First Claimant |
Indenture | Legally binding agreement that defines the bond's terms |
First Claimant | In event of bankruptcy, bondholders repaid first |
Unique Bond Features | 1. Call Feature
2. Put Feature
3. Convertible feature
4. Warrant stock
5. Zero Coupon Feature |
Call Feature | Bond issuer redeems prior to maturity |
Put Feature | Bondholder can redeem prior to maturity |
Convertible Feature | Bondholder can convert into common stock |
Warrant Feature | Bondholder can buy common stock |
Zero Coupon Feature | Bond sold at discount, doesn't pay interest |
What are the two cash flows from bonds? | Interest payments and principal at maturity |
How are YTM and a bond's risk related? | The greater the risk, the greater the YYM |
Bond Premium | When a bond price > face value |
Bond Discount | When bond price < face value |
How is the YTM and the price of bonds related? | - As YTM increases, bond price decreases
- As YTM decreases, bond price increases |
What are the three parts of a bond's risk? | 1) Interest Rate Risk
2) Liquidity Risk
3) Default Risk |
Interest Rate Risk | • Bondholders are subject to changes in bond prices as interest rates in the economy change
• Interest rates (and thus yield to maturity) may vary with economic conditions
• As interest rates rise, bond prices fall (and vice versa)
• Bond prices are more volatile with respect to interest rate risk
• the longer the time to maturity
• the lower the coupon payments
|
Liquidity Risk | • Liquidity refers to how easy it is to trade a security
• Bond markets are much less liquid than equity markets
• Small firms and less credit worthy firms face significant liquidity risk
• Illiquid bonds will trade at a higher YTM (lower price) to compensate investors for liquidity risk |
Default Risk | • When bond issuer defaults, bondholder receives no payments
• Default risk of a bond is related to the firm’s credit risk
• Bond’s trading price will be sensitive to default risk
• Required YTM increases (bond price decreases) as default risk increases
|
Features of Stock | 1) Voting Rights and Ownership
2) Dividends
3) Residual Claim
4) Pre-emptive Rights |
Dividends | Cash distributed to shareholders |
Residual Claim | Shareholders have "residual claim" on assets (in case of distress, only paid after all other claimholders are paid) |
Pre-emptive Rights | If new shares are issued, stockholder has right to maintain same percentage ownership by buying proportionate number of new shares |
Primary Stock Market | • Market where public companies issue new shares of stock
• Companies may list new shares on NYSE, NASDAQ, etc.
• Initial Public Offering (IPO) is first time company sells stock to public
• Additional stock issues called Secondary/Seasoned Equity Offering (SEO) |
Secondary Stock Market | • Where existing shares trade on daily basis
• If you buy and sell stock, it occurs here!
|
Cash Flows from Stocks | Like bonds, two potential cash flows from stocks:
1. Dividends
• Unlike interest, company not required to distribute cash to shareholders
2. Capital Gain
• Need to sell stock to realize gain since stock doesn't have maturity date |
What is the discount rate in stocks? | Required return of stockholders |
Market Value of Stock | Average estimate of stock's intrinsic value |
Intrinsic Value | Stock's unobservable "true value"
- We can only estimate it |
If estimate of stock's intrinsic value > market price | Buy! |
If estimate of stock's intrinsic value < market price | Sell! |
Issues with Finite Models | Predicting future dividends
• Future dividends are uncertain
• Prior dividends usually good starting point
Predicting future selling price
• We are trying to estimate stock price today (P0)…
• …so how did we estimate future selling price (PN)?
|
Risk | Refers to uncertainty or chance that a future outcome is different than expected |
What are the two types of risk? | 1. General Economic Risk
2. Industry and firm-specific risk |
General Economic Risk | • Risk factors that affect (almost) all firms (interest rates, inflation, pandemics, wars, etc.)
• If economy is in a depression, cash flows of most companies will be low
• Sales of cars, other durable goods more likely to be affected by economic downturn
• Staples such as food are less likely to be affected |
Industry and firm-specific risk | • Risk factors that affect only a particular industry or firm
• Technological risk that only affects one industry – can individual firm keep up with industry?
• Litigation or disasters may affect a single firm
• Changes in product demand (new "green" movement) |
Holding Period Return | Refers to the return earned by the investor during entire life of investment |
Realized Returns | Actual outcome of investment
- Occurred in the past |
Expected Returns | Expected outcome of investment
- Occurs in the future |
Volatility | Measures how individual returns vary from average return |
Random Variable | Measurement that can have many possible future outcomes |
Probability Distribution | Function that assigns probabilities to the various possible outcomes of a random variable |
Discrete Distribution | Probability distribution that can only take a finite number of outcomes |
Continuous Distribution | Probability distribution that can take on an infinite number of values |
Stand-alone Risk | Risk associated with only holding one asset |
What does the Coefficient of Variation measure? | Units if risk for each unit of return |
What does a lower coefficient of variation mean? | Less risk given level of return |
What does the Sharpe Ratio measure? | Units of excess return for each unit of risk |
What does a higher Sharpe ratio mean? | More return for given level of risk |
Portfolio | Includes two or more assets |
What does the correlation coefficient measure? | How two securities move in relation to each other |
What happens to risk when two securities move together? | Less risk is wiped out |
What happens to risk when two securities move apart? | More risk is wiped out |
What is the typical correlation between stocks? | 0.5 |
What are the three ways to say the same thing about the volatility of an individual security? | 1. σ = market risk + firm-specific risk
2. σ = systematic risk + non-systematic risk
3. σ = non-diversifiable risk + diversifiable risk
|
What are the two sources of volatility? | 1. Market-wide events (systematic risk)
2. Firm-specific events (non-systematic risk or diversifiable) |
Capital Asset Pricing Model (CAPM) | • Expected returns are a function of relevant risk
• Emphasizes difference between systematic and non-systematic risk |
Expected/required return comes from two sources: | 1. Risk-free component
• Can earn with certainty
• Dictated by general economic conditions
2. Risk premium
• Rm − Rf is referred to as "market risk premium"
• Scaling "market risk premium" by Beta i yields asset i's risk-premium
|
If β = 1.0 and market risk premium is 10%, what kind of risk does the stock have? | Stock has average risk -> Expected risk premium on stock = 10% |
If β > 1.0 and market risk premium is 10%, what kind of risk does the stock have? | Stock is riskier than average -> Expected risk premium on stock = 10% |
If β < 1.0 and market risk premium is 10%, what kind of risk does the stock have? | Stock is less risky than average -> Expected risk premium on stock = 10% |
When does stock market equilibrium occur? | When Expected Return = Required Return (essentially when Market Price = Intrinsic Value) |
If expected return > required return, what will investors do? | Investors will buy the security and bid up the price (expected return decreases) |
If expected return < required return, what will investors do? | Investors will sell the security and the price will fall (expected return increases) |