Session 14 - Fixed Income Valuation Flashcards

1
Q

4 C’s of Credit Analysis

A

A common way to categorize the key components of credit analysis:

  1. Capacity
  2. Collateral
  3. Covenants
  4. Character
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2
Q

The 4 Profit and Cash Flow metrics used for ratio analysis by credit analysts

A
  1. EBITDA
  2. FFO
  3. FCF before dividends
  4. FCF after dividends - want this greater than zero.
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3
Q

3 Leverage metrics commonly used in ratio analysis by credit analysts

A
  1. Debt/capital - lower = better
  2. Debt/EBITDA - lower = better
  3. FFO/debt - higher = better
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4
Q

2 Coverage ratios used to measure borrower’s ability to generate cash flow for interest payments

A
  1. EBITDA/interest expense

2. EBIT/interest expense

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5
Q

6 Sources of liquidity (in order of reliability)

A
  1. Balance sheet cash
  2. Working capital
  3. Operating cash flow
  4. Bank credit
  5. Equity issues
  6. Sales of assets
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6
Q

Yield Curve Parallel Shift

A

All yields on all maturities change in the same direction by the same amount.

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7
Q

Yield Curve Twists

A

Changes where the slope becomes either flatter or steeper. A flattening of the yield curve means the spread between short and long-term rates has narrowed; the curve gets steeper when spreads widen.

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8
Q

Yield Curve Butterfly Shifts

A

Changes in the degree of curvature. A positive butterfly means that the yield curve has become less curved. If rates increase, the short and long-term maturity yields increase by more than the intermediate maturity yields. A negative butterfly means that there is more curvature to the yield curve. If rates increase, intermediate term yields increase by more than the long and short-term maturity yields.

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9
Q

Pure (Unbiased) Expectations Theory

A

Suggests that forward rates are solely a function of expected future spot rates. In other words, long-term interest rates equal the mean of future expected short-term rates.

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10
Q

Shortcomings of Pure Expectations Theory

A

Fails to consider the riskiness of bond investing (price risk & reinvestment risk).

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11
Q

Barbell Portfolios

A

Contain a relatively large percentage of long and short maturity bonds.

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12
Q

Ladder Portfolios

A

Contain bonds that are evenly distributed throughout the maturity spectrum.

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13
Q

Bullet Portfolios

A

Typically has a high concentration of bonds at some intermediate maturity.

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14
Q

Nominal Spread

A

The bond’s yield to maturity minus the yield on a comparable-maturity treasury benchmark security. The problem with this spread is that is uses a single interest rate to discount each cash flow that makes up the bond; if the yield curve is not flat, each cash flow should instead be discounted at the appropriate spot rate for that maturity.

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15
Q

Z-Spread

A

The spread that when added to each spot rate on the yield curve, makes the present value of the bond’s cash flows equal to the bond’s market price. Therefore, it is a spread over the entire spot rate curve. The term zero volatility in the Z-spread refers to the fact that is assumes interest rate volatility is zero.

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16
Q

Option-Adjusted Spread (OAS)

A

The spread on a bond with an embedded option after the embedded option cost has been removed. It’s equal to the Z-spread minus the option cost.

17
Q

Conversion Value

A

Of a convertible bond is the value of the common stock into which the bond can be converted.
= market price of stock x conversion ratio

18
Q

Market Conversion Price

A

= market price of convertible bond/ conversion ratio

19
Q

Return Impact (for small spread changes)

A

= - modified duration x Δspread

20
Q

Return Impact (larger spread changes)

A

= - modified duration x Δspread + (.5)(convexity)(Δspread)²

21
Q

Calculating continuously-compounded yield changes

A

100 x ln(yield on day x / yield on day x-1)

22
Q

Premium Payback Period

A

= Market conversion premium per share / favorable income difference per share