BONDS Flashcards

1
Q

Bond prices

A

the present value of the coupons and the face value discounted at the rate.

P0 = SUMM(Ct/(1+rate)^t) + FV/(1+rate)^T

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2
Q

the interest rate y (Yield to maturity)

A

equates the bond price to the present value = yield to maturity

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3
Q

current yield

A

C.Y = coupon/Po

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4
Q

acrued interest

A

if bonds are bough in between coupon payments the seller is entitled to recieve a pro-rata part of the next coupon
the sale price = flat price + acrued interest

accruedinterest = annual coupon payment/2 X days since last coupon/days between coupons

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5
Q

if P0 > FV

A

bond sells at a premium and y<c

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6
Q

if P0 = FV

A

bond sells at par y=c

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7
Q

P0 < FV

A

bond sells at a dicount y>c

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8
Q

yield 2 maturity

A

measure of total retuen that the investor obtains when buying th ebond today at P0 and keeping it till maturity

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9
Q

issues with YTM approximation

A

assumes investor will be able to reinvest each coupon recieved at rate y throughout bond life

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10
Q

what does the upward sloping yield curve mean

A

yields on longer-term bonds are higher than the yields on shorter-term bonds of the same credit quality. In other words, as the maturity of the bond increases, the yield also increases. This is the most common shape of the yield curve.

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11
Q

downward sloping yield curve meaning

A

A downward sloping yield curve, also known as an inverted yield curve, occurs when the yields on longer-term bonds are lower than the yields on shorter-term bonds of the same credit quality. In this case, as the maturity of the bond increases, the yield decreases. An inverted yield curve is less common than an upward sloping yield curve and can be a sign of potential economic downturn.

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12
Q

forwrad rates

A

market’s expecttaion of spot rates that will prevail in future

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13
Q

MARKET EXPECTATIONS HYPOTHESIS

A
  1. long run rates are a geometric average of current and future short rates
  2. forward rate is an unbiased estimate of future short rates
  3. BONDS OF DIFFERENT MATURITIES ARE TREATED AS PERFECT SUBSTITUTES
  4. risk - neutral investors
  5. no transaction costs.
  6. no coupon payments, no defaults.

The fact that the term structure is upward sloping most of the time implies that the forward rate seems to overestimate the expected spot rate.

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14
Q

LIQUIDITY PREFERENCE THEORY

A

investors have short horizons and are risk averse

lenders demand a liquidity premium to hold long-term bonds

long term borrowers willing to compensate and gain by locking in a rate.

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15
Q

SEGMENTED MARKETS THEORY

A
  1. bonds of different maturities are in fact distinct and unconnected markets
  2. each of these markets finds its equilibrium seperately
  3. some investors may face binding limitations in what maturities to invest in.
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16
Q

interpreting the term structure

A

expectations of increases in rates can result in a rising yield curve but the rising curve need not imply expectations of higher future rates

very steep yield curve swarn of impending rate increase

falling yield curve = recession

17
Q

sensitivity to interest rate changes

A

long maturity bonds more sensitive

slope = average maturity

curvature = depends on cash flow distribution

18
Q

duration

A

the negative of the elasticity of the price to 1 + the yield

VOLATILITY = DURATION/ (1+Y)

19
Q

steepeners

A

gain from widening spread between short and long term YTM - combine a long short dated bond position with a short long-dated bond position.

20
Q

flatteners

A

gain from shrinking spread (flattening curve)
sell short term bonds and purchase long term bonds

21
Q

Convexity

A

duration gives an approximation of the change in bond price given the change in yield, the more curvey the yield price relationsjip, the worse the approximation - covexity accounts for this

22
Q

percentage changes in the value bond

A

can be found using duration and convexity

23
Q

duration and DV01

A

duration is the weighted sum of component durations