BONDS Flashcards
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Money definition
Assets that are widely used + accepted as payment
M1 monetary aggregate
Currency + travellers checks, transaction accounts on which checks may be drawn
(closest to theoretical definition of money)
M2 monetary aggregate
M1 + less ‘money-like’ assets like saving deposits and money market mutual funds etc.
Functions of money
- Medium of exchange (device for making transactions)
- Unit of account (basic unit for measuring value)
- Store of value (holds wealth)
Remember - MUS
Make portfolio decision based on
Liquidity (want higher)
Expected return (want higher)
Risk (want lower - so bears risk premium)
Time to maturity (want lower - so bear risk (?) premium )
Remember LERT
Rate of Return
Rate of increase in the value of asset per unit of time e.g. interest rate, RoR of share see below
Rate of Return of a share
Dividend yield + % increase in stock price. E.g. Buy a share for £60, sell for £80, earn £10 in dividends. Increase in stock price is £20, so total money gained from owning stock is £30. This is 50% of cost of it so RoR is 50% (i.e. get 50% extra of original value from having it in portfolio).
Risk
Degree of uncertainty in assets return.
Risk premium
Amount by which expected return on a risky asset exceeds return on an otherwise comparable safe asset.
(Helps decide whether worth it to hold or not)
Liquidity
Ease + quickness with which an asset can be traded e.g. cars / houses not v liquid bc large transactions costs & time to trade.
Time to maturity
Time until financial security matures + investor is paid the principal. Also holds risk premium, amount by which expected return on a long term bond exceeds that of an otherwise comparable short term bond.
Coupon bond
Bond where get a fixed interest payment every year for holding, and face value (is this the principal or current value??) repaid at maturity date.
Consol bond / perpetuity
No maturity date so no repayment of principal just fixed coupon payments forever.
Discount bond
Bought at a price below its face value, face value repaid at maturity date.
Yield to maturity (think mainly used for discount bonds)
Interest rate on a discount bond that equates the present value of cash flow payments received from a bond with its value today.
Pb =F/(1+i)^n so basically this I rate means that over n number of years at this I rate you get the real face value back??