IRR Flashcards

(40 cards)

1
Q

investment

A

current commitment of money or allocation of funds by
owning an asset to accumulate wealth over the long term or generating income from the
investment

putting assets to their most
productive use to earn a return

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2
Q

inflation

A

rate of increase in prices over a period of time and a decrease of the purchasing value of money

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3
Q

demand pull

A

demand from consumers pulls prices up.
➢ there is an increase in demand for goods and services but not enough of a corresponding
increase in supply.
➢ businesses can’t scale their production quickly enough to meet the demand. As a result, prices
increase

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4
Q

cost push

A

supply costs (production costs) force prices higher.
➢ Monopolies can also contribute to cost-push inflation because a monopoly controls the entire
supply of a good or service.

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5
Q

tangible / real assets

A

not as liquid:
Residential property
➢ Commercial property
➢ Commodities (raw material): grains,
gold, platinum, diamonds
➢ Collectible items: coins, stamps

safest form of investment hence lower return initially

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6
Q

financial/ intangible assets/securities

A

highly liquid
Bonds : Government and corporate
➢ Fixed deposit
➢ Money market accounts
➢ Shares
➢ Unit trusts
highly volatile/high risk

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7
Q

bonds

A

These are financial securities issued by companies, governments, or municipalities in order to borrow
from the public (e.g., government and corporate bonds).
▪ Bond issuers have an obligation to pay bondholders (a) fixed interest amounts (or coupons) annually
or semi-annually; & (b) the principal sum on maturity

safer (less risky) than shares (interest & capital sum guarantee) but return on bonds is less than the return on share

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8
Q

types of bonds

A

Plain Vanilla Bonds /Straight bonds
➢ Coupon payments are fixed for the life of the bond. The entire original principal is paid at maturity
▪ Zero–coupon Bonds
➢ There are no coupon payments and single payment at maturity
➢ Interest paid to the bondholder is the difference between the principal amount paid current
amount received at maturity
▪ Convertible Bonds
➢ Converted into ordinary shares at some predetermined ratio at the discretion of the bondholder
▪ Callable Bonds
➢ The company issuing a bond may include a special provision that allows an issuer to redeem the
bond at a present price
▪ Perpetual Bonds
➢ A perpetual bond is a bond with no maturity date. It is not redeemable but pays a steady stream of
interest forever.
▪ Treasury bonds
➢ Government securities

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9
Q

fixed deposits

A

fixed lump-sum amount is deposited with a bank at a fixed rate and for a fixed per. Advantages: Returns tend to be higher than the more flexible savings accounts. Also, you
benefit if interest rates in the market decrease.
➢ Disadvantages: Lack of access to the money makes them illiquid. Also, you lose if interest rates in the market increase

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10
Q

Money Market Accounts

A

Bank deposit accounts pay higher interest rates than savings accounts, but require higher minimum
deposits.
safer than shares, less return

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11
Q

ordinary shares

A

Confers ownership in a company and shareholders are entitled to: voting rights (at the AGM) and
dividends (when declared).
➢ Advantages: In the long-term, they outperform bonds and money market instruments,
easy to buy and sell (being listed), information is easily available (annual
reports and share prices), hundreds of firms to choose from.
➢ Disadvantages: The risk is higher than that of bonds and money market instruments.
Dividends are not guaranteed and you could lose the original investme

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12
Q

pref shares

A

Regarded as fixed income securities because the dividend is fixe

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13
Q

unit trusts/collective investment scheme

A

investment product that allows many investors to pool their money into a single fund.
▪ The fund money is then invested in assets like shares, bonds, and money market instruments.
➢ Advantages: They allow ordinary people to invest in shares that would normally be out of their
financial reach had their monies not been pooled with that of other investors.
They reduce investment risk through diversification.
They are flexible. One can invest either a lump sum or small monthly amounts.
They are liquid – one can sell part or all the investment at any time.
➢ Disadvantages: Returns are earned in the long-term rather than the short-term. Like any
investment, the market may collapse and investors may lose their investmen

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14
Q

return on investment

A

Total holding period =capital gain+ income

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15
Q

types of return

A

Actual return: return based on the known returns produced by the investment in the past.

➢ Expected return: weighted average of the possible returns from an investme

➢ Required return: minimum return that an investor requires from an investment to compensate
them for risk associated with an investment

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16
Q

actual return

A

return based on the known returns produced by the investment in the past.

Total holding period =capital gain+ income

Capital appreciation (capital gains yield/ return)𝑅CA– Amount arising from price changes of an
asset over the investment: (P1-P0)/P0

Income (divided yield/ return) R1 – periodic amounts the investor receives from the asset (
dividends or interest received D/P0

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17
Q

expected return

A

weighted average of the possible returns from an investme
no dividend therefore
RT = (P1-P0)/P0
expected return: %chance x RT
add together

18
Q

required return

A

minimum return that an investor requires from an investment to compensate
them for risk associated with an investment
CAPM formula

Required rate = risk free rate + Beta(market risk premimum)

market rusk premium= Return on market - risk free

19
Q

Beta interpretation

A

measure of non-diversifiable risk
= 1.0: the asset has the same systematic risk as the market.
> 1.0: the asset has more systematic risk than the market.
< 1.0: the asset has less systematic risk than the market.
= 0: the asset is risk-free. No systematic risk

20
Q

measures of risk

A

variance and the standard deviat

21
Q

variance

A

Measures the difference between actual outcome and expected outcome.
➢ The greater the difference between possible actual and expected outcomes, the greater the risk
because there is more uncertainty

22
Q

standard deviation

A

square root of the variance. The statistical notation for standard deviation is 𝜎.
▪ Remember that Variance measures risks in terms of percentage squared

23
Q

calculate risk

A

Given historical data (prices or returns), calculating the variance and standard deviation involves
the following steps:
- First, use the actual returns to calculate the (arithmetic) average or mean return. Divide the
total of all the annual returns by no. of years.
- Second, calculate the differences (or deviations) between each year’s actual return and the
average return (expected return).
- Third, calculate the squared deviations and sum them up.
- Fourth, the historical variance is = the sum of squared deviations divided by the number of
observations minus one.
- The standard deviation is equal to the square root of the variance. It is a measure of the
dispersion of possible outcomes (returns).
- The greater the standard deviation, the greater the uncertainty and, therefore, the greater the
ris

24
Q

deviation intervals

A

1: 68%
1.645: 90%
1.960: 95%
2.575: 99%

25
riskier return
Actual return is more likely to be further from the expected return
26
expected return risk vs actual return risk
expected - Ought actual- as Seen
27
expected return @confidence level
mean +- ( expected return x deviation num) where deviation num 1, 1.645, 1.960, 2.575
28
risk interpretation
greater sd greater risk Investment not volatile - smaller gap between bounds and expectations Upper bound very far from mean- volatile investment
29
nonsystematic risk
diversifiable risks (opportunities and threats) that arise in an organizational internal environment and only affect that particular organization ▪ Investors can eliminate non-systematic risk by diversifying investments ▪ Examples are; suspension of licenses, bad management decisions, breakdowns in machinery,
30
CV
coefficient of variation measures the average risk expected for every unit (1%) of expected return allows investors to standardise the risk and return comparison across investments standard deviation/expected return answer: the amount of risk per unit of expected return is x%
31
diversification
Uncertainty of the future (market unpredictability) means that most rational investors prefer to diversify their investments to reduce risk choose to invest in a portfolio of assets (group of assets) rather than a single asset rs diversify their risk because not all assets in the portfolio will react in the same way to changes or new circumstances in the mar
32
portfolio return
expected return of each investment in the portfolio is multiplied by the relative percentage held in each investment compared to the overall investment in the portfolio
33
best way to limit portfolio risk
measure how the returns of different investments move in relation to each other using a formula referred to as covariance
34
covariance
Measures how returns on two shares (assets) in a portfolio move together or co-vary. Positive (+); returns of different investments move in the same direction ➢ Negative (-); returns of the different investments move in opposite directions ➢ Zero; different investments are independent and there is no relationship Find the average (mean) of both sets of data (X and Y). For each pair, do: (𝑋𝑖−ave 𝑋) × (𝑌𝑖−𝑌ave) (This tells you how much X and Y deviate from their averages — and whether they go up or down together.) Add up all those values. Divide by (n - 1) — where n is the number of data points.
35
correlation coefficient
measure the strength of the relationship between the assets covariance divided by the product of the standard deviations of X and Y. ranges between -1 and +1. ➢ +1; Perfect positive correlations ➢ -1; Perfect negative correlation
36
optimise diversification benefits
Invest in different assets whose returns are affected by different market conditions
37
portfolio risk
systematic risk and non-systematic risk non-systematic risk decreases as the number of different types of assets included in the portfolio increases. ▪ Systematic risk is not diversifiable and therefore remains the same no matter how many assets are included in a portfolio
38
systematic risk
risks (opportunities and threats) that arise in the general market that affect the entire market. ▪ Investors and other decision-makers cannot diversify systematic risk, as it affects the entire market ▪ Examples are; volcanos, earthquakes, terrorist attacks, etc. non-diversifiable
39
calc portfolio risk
Find the standard deviation of each asset (you can do this using the data you have). Determine the weights of each asset in the portfolio (e.g., 60% of the portfolio in Asset 1 and 40% in Asset 2). Find the covariance between the two assets (calculated earlier).
40