Chapter 3 Flashcards
Compound interest
This is the process of interest earning interest.
Future value
FV = PV (1+r)x year
Compounding factor
(1+(r/j))x number of years
Interest frequency
The more or less frequent interest is paid will effect the FV and the the more of it means the better return.
Present value
PV is used to determine how much to invest today using the rate of interest and frequency of payments.
PV of future sum cash flow
This is the amount needed to be invested to achieve a certain goal
PV = FV/ (1+r)x number of years
PV of an annuity
This refers to a series of equal cash payments that will be received over a specified time. You must discount the value of the cash flow to find out the true value. The discount factor is calculated by dividing the cash flow by the interest rate. Meaning you get the present value.
PV of an annuity calculation
CF x (1/r)-1/r(1+r)^n
Cf amount of annuity each year
R rate of interest
N number of periods
Present value perpetuities
A perpetuity is a series of regular cash flows that are due to be paid or received indefinitely.
PV of this = A/r
A is the amount of payments
r is interest rate.
Perpetual bonds
Don’t have a maturity so the coupon is indefiantly.
FV
= PVx (1+r)x number of years
Applying compound interest to regular payments
This is how the FV can be effected by regular payments being invested.
The time value of money
How does holding an investment over time effect it’s blue also including what is inflation doing.
Inflation and investment returns
Nominal rate is the rate before inflation is considered once it is then we have the real return.
Risk premium
High risk - genially have a high reward potential, plus greater possibility of loss
Low risk - genially have lower reward but also with lower possibility of loss.
Types of risk
Interest risk
Inflation risk
Systemic risk
This is the connection with the risk of collapse of an entire financial system and is more prevalent now economies are highly linked.
Systematic (market) risk
This is risk associated with a system as a whole or known are marked risk. Examples
Interest rates
Exchange rates
Inflation
Tax
Other risks of international assets
Political risk
Regulation risk
Overseas tax
Emerging markets concern
Volatility
This is the speed in which price/ value can change for an asset.
Unsystematic risk
This relates to specific business, investments or share so usually reduced through diversification. They are no market wide. Ie
business risk based on there industry.
Industry risk
Management risk
Financial risk.
Counterparty risk
This is a risk that a counterparty cannot uphold their commitment to a transaction.
Concentration and diversification
Concentrated portfolios focus to much on one asset type where diversification means investments cover multiple asset types usually 15-20 types.
Geography
Being totally reliant on investments that have similar geography can also be a risk.
Company size
Having a mixture of company sizes can be a good idea as it means whatever the economic cycle your investments could be benefiting
Credit quality
Ensuring that you have a good variety of bonds and that their quality is strong enough to cover risk
Risk and return management
Variance and standard deviation this measures the amount an investment can fluctuate from its standard return.
Standard deviation
Is the square root of variance of the dispersion