Advanced Portfolio Concepts Flashcards
Sharpe Ratio
Tells an individual how efficient their portfolio is operating.
It tells them how much they are receiving in return for each unit of investment
Expected Return - Risk-Free Return / the portfolios Standard Deviation
Risk-Free Return
the 90 day T-bill
The risk-free rate of return represents the interest on an investor’s money that would be expected from an absolutely risk-free investment over a specified period of time.
R Squared (or R2)
Tells the investor how much of the return of that portfolio is tied to the return of the market as a whole. Will be from 0-100 or 0-1. An index fund would have a r2 of 100 or 1 because its very close to matching that index
Expected Return
The weighted sum of all possible outcomes
Opinion Expected Return Probability Weighted Return Out Preform 20% 25% 5% Market Preform 10% 50% 5% Under Preform 5% 25% 1.25% Expected Return 11.25%
Weighted return = probability *(Expected Return/100)
Expected Return = all weighted returns added up
Present and Future Value
(don’t have to calculate with on the test just need to know)
See TestGeek
The longer the time period, the greater the future value will be
Dividend Discount Model
Assumes all quarterly dividends payed out by a company will be the same
Dividend Growth Model
Assumes quarterly dividends will be going up
All you need to know for the test is that the dividend growth model predicts a higher current stock price
Dollar Weighted Return
Used when an investor is going to be adding/withdrawing from the account
Time-Weighted Return
Used when the investor is not going to be adding/withdrawing from the account
Total Return
the profit and loss on a security plus or minus the income received
(Dividends make the return of an investment greater and need to be calculated into the equation)
Portfolio Rebalancing
Efficient Frontier
Systematic Rebalancing
Active
Efficient Frontier
All portfolios should operate equal to the efficient frontier (they are operating in line with their risk tolerance)
Systematic Rebalancing
Passive investment approach reinvesting every so often to keep it inline with portfolio goals
Active
Tactically Trading
Perpetual Income Accounts
To create one you need to know how much money the investor wants to generate each year and what the interest rate available to that investor is. This will show you how much they need to invest.
Ie: Monthly Income Desired 2000 Annual Income 24000 Interest Rate 6% Calculation 24000/.06 Amount to be invested 400000
The Rule of 72
How many years it will take for an investment to double
72/Rate of return
OR
What rate of return will be required to double your money in X amount of years
72/Number of Years
Convexity
Measures the bonds price sensitivity to a large change in interest rates. Convexity will tell you how much your bond changed in value after the change in interest rates
Mortgage-backed Securities have negative convexity. When interest rates fall the value of the bonds will not go up by as much as they would fall given an equal change in interest rates. This is because when you have a drop in interest rates, people tend to refinance their mortgages and this causes these types of securities to be paid off more quickly.
Normal bonds = Convexity
Mortgage-backed Securities = Negative Convexity
Duration
Duration shows the number of years it takes the cash flow to pay back the bonds principle
Higher coupon bonds have shorter duration
Higher duration = greater interest rate risk
Mean
the actual average of all price observations of a security. It’s the average
Median
The absolute middle of all price observations take the absolute lowest price and the absolute highest price divide it by 2 and you get your median
Mode
The most frequent price observation. Which ever one shows up most frequently
If they ask you a question like which portfolio performed best
Pick the one that has the highest difference between the mean and the median where the mean is greater then the median.
Standard Deviation
How far the data is from the mean (average)
You want your return as close as possible to the standard deviation