Bond Valuations Flashcards

(17 cards)

1
Q

What is a bond?

A

A bond is a debt security issued by governments or corporations to raise funds, in exchange for promised payments (coupons and face value) until maturity.

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2
Q

what is Face Value (FV):

A

Principal repaid at maturity (e.g., $1,000).

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3
Q

what is coupon rate

A

APR set by issuer, determines periodic interest payments.

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4
Q

what is a term

A

: Time from issuance to maturity.

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5
Q

what are coupons

A

Periodic interest payments (e.g., semi-annual, annual).

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6
Q

How to calculate the Coupon Payment (CPN)?

A

CPN = (coupon rate x face value)/number of payments per year

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7
Q

What is a Zero-Coupon Bond?

A

A bond sold at a discount that pays no coupons—only face value at maturity.
Returns come from the price difference between purchase and maturity value.

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8
Q

How to Calculate Price of a Zero-Coupon Bond?

A

P - FV/ (1+YTM)^n
p = price FV = face value YTM = yield to maturity for n periods
n = number of periods

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9
Q

How to Calculate YTM of a Zero-Coupon Bond?

A

YTM = (FV/P)^(1/n)-1

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10
Q

What is a Coupon Bond?

A

A bond that pays regular coupon payments and returns the face value at maturity. Returns include both coupons and price differences from face value.

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11
Q

. How to Calculate Coupon Bond Price (from YTM)?

A

P = CPN x ((1-1/(1+y)^n))/y) + (FV/(1+y)^n)
CPN = coupon payment y = YTM per period n= total periods

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12
Q

How to Calculate Coupon Bond YTM?

A

Solve for y in the price formula above (usually done via trial, error, or Excel using =RATE(n, CPN, -P, FV)).

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13
Q

Why Do Bond Prices Change?

A

Passage of time—approaching maturity reduces price uncertainty.

Changes in market interest rates—affects demand and required yield.

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14
Q

Relationship Between Coupon Rate, Price, and YTM

A

Price > Par: Coupon rate > YTM (premium bond).

Price = Par: Coupon rate = YTM.

Price < Par: Coupon rate < YTM (discount bond).

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15
Q

What is the Term Structure of Interest Rates?

A

Shows the relationship between interest rates (YTM) and bond maturities. Used in pricing bonds and forecasting economic conditions.

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16
Q

Theories Explaining Term Structure

A

Expectations Theory: Long-term rates reflect expected future short-term rates.

Liquidity Preference Theory: Investors demand premium for longer maturities.

Preferred Habitat Theory: Investors prefer certain maturities, affecting the curve shape.

17
Q

Important Notations (FV, CPN, Po, PV, YTM, n)

A

FV: Face Value

CPN: Coupon Payment

P₀: Bond Price

PV: Present Value

YTM: Yield to Maturity

n: Number of periods to maturity