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1
Introduction To Business Finance
2
It’s what we learn after we think we know it
all that counts.
-Benjamin Franklin
3
Outline – Mauneel Desai
Introduction
Time value of money
Safe dollars and risky dollars
Relationship between risk and return
4
Introduction
The occasional reading of basic material in
your chosen field is an excellent
philosophical exercise
• Do not be tempted to include that you “know it
all”
5
Time Value of Money
Introduction
Present and future values
Present and future value factors
Compounding
Growing income streams
6
Introduction
Time has a value
• If we owe, we would prefer to pay money later
• If we are owed, we would prefer to receive
money sooner
• The longer the term of a single-payment loan,
the higher the amount the borrower must repay
7
Present and Future Values
Basic time value of money relationships:
1/(1 )
(1 )
t
t
PV FV DF
FV PV CF
where PV = present value;
FV = future value;
DF = discount factor = R
CF = compounding factor = R
R = interest rate per perio
 
 


d; and
t = time in periods
8
Present and Future Values
(cont’d)
A present value is the discounted value of
one or more future cash flows
A future value is the compounded value of
a present value
The discount factor is the present value of a
dollar invested in the future
The compounding factor is the future value
of a dollar invested today
9
Present and Future Values
(cont’d)
Why is a dollar today worth more than a
dollar tomorrow?
• The discount factor:
– Decreases as time increases
• The farther away a cash flow is, the more we discount it
– Decreases as interest rates increase
• When interest rates are high, a dollar today is worth much
more than that same dollar will be in the future
10
Present and Future Values
(cont’d)
Situations:
• Know the future value and the discount factor
– Like solving for the theoretical price of a bond
• Know the future value and present value
– Like finding the yield to maturity on a bond
• Know the present value and the discount rate
– Like solving for an account balance in the future
11
Present and Future Value
Factors
Single sum factors
How we get present and future value tables
Ordinary annuities and annuities due
12
How We Get Present and
Future Value Tables
Standard time value of money tables present
factors for:
• Present value of a single sum
• Present value of an annuity
• Future value of a single sum
• Future value of an annuity
13
How We Get Present and
Future Value Tables (cont’d)
Relationships:
• You can use the present value of a single sum
to obtain:
– The present value of an annuity factor (a running
total of the single sum factors)
– The future value of a single sum factor (the inverse
of the present value of a single sum factor)
14
Ordinary Annuities
and Annuities Due
An annuity is a series of payments at equal
time intervals
An ordinary annuity assumes the first
payment occurs at the end of the first year
An annuity due assumes the first payment
occurs at the beginning of the first year
15
Defining Risk
Risk versus uncertainty
Dispersion and chance of loss
Types of risk
16
Risk Versus Uncertainty
Uncertainty involves a doubtful outcome
• What you will get for your birthday
• If a particular horse will win at the track
Risk involves the chance of loss
• If a particular horse will win at the track if you
made a bet
17
Dispersion and Chance of Loss
There are two material factors we use in
judging risk:
• The average outcome
• The scattering of the other possibilities around
the average
18
Dispersion and Chance of Loss
(cont’d)
Investment A
Investment B
Time
Investment value
19
Dispersion and Chance of Loss
(cont’d)
Investments A and B have the same
arithmetic mean
Investment B is riskier than Investment A
20
Types of Risk (cont’d)
Diversifiable risk can be removed by proper
portfolio diversification
• The ups and down of individual securities due
to company-specific events will cancel each
other out
• The only return variability that remains will be
due to economic events affecting all stocks
21
Relationship Between Risk and
Return
Direct relationship
Concept of utility
Diminishing marginal utility of money
St. Petersburg paradox
Fair bets
The consumption decision
Other considerations
22
Direct Relationship
The more risk someone bears, the higher the
expected return
The appropriate discount rate depends on
the risk level of the investment
The risk-less rate of interest can be earned
without bearing any risk
23
Direct Relationship (cont’d)
Risk
Expected return
Rf
0
24
Psychic Return
Psychic return comes from an individual
disposition about something
• People get utility from more expensive things,
even if the quality is not higher than cheaper
alternatives
– E.g., Rolex watches, designer jeans
25
Price Risk Versus
Convenience Risk
 Price risk refers to the possibility of adverse
changes in the value of an investment due to:
• A change in market conditions
• A change in the financial situation
• A change in public attitude
 E.g., rising interest rates and stock prices, a
change in the price of gold and the value of the
dollar
26
Price Risk Versus
Convenience Risk (cont’d)
Convenience risk refers to a loss of
managerial time rather than a loss of dollars
• E.g., a bond’s call provision
– Allows the issuer to call in the debt early, meaning
the investor has to look for other investments
27

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Introduction To Business Finance - Mauneel Desai

  • 2. 2 It’s what we learn after we think we know it all that counts. -Benjamin Franklin
  • 3. 3 Outline – Mauneel Desai Introduction Time value of money Safe dollars and risky dollars Relationship between risk and return
  • 4. 4 Introduction The occasional reading of basic material in your chosen field is an excellent philosophical exercise • Do not be tempted to include that you “know it all”
  • 5. 5 Time Value of Money Introduction Present and future values Present and future value factors Compounding Growing income streams
  • 6. 6 Introduction Time has a value • If we owe, we would prefer to pay money later • If we are owed, we would prefer to receive money sooner • The longer the term of a single-payment loan, the higher the amount the borrower must repay
  • 7. 7 Present and Future Values Basic time value of money relationships: 1/(1 ) (1 ) t t PV FV DF FV PV CF where PV = present value; FV = future value; DF = discount factor = R CF = compounding factor = R R = interest rate per perio       d; and t = time in periods
  • 8. 8 Present and Future Values (cont’d) A present value is the discounted value of one or more future cash flows A future value is the compounded value of a present value The discount factor is the present value of a dollar invested in the future The compounding factor is the future value of a dollar invested today
  • 9. 9 Present and Future Values (cont’d) Why is a dollar today worth more than a dollar tomorrow? • The discount factor: – Decreases as time increases • The farther away a cash flow is, the more we discount it – Decreases as interest rates increase • When interest rates are high, a dollar today is worth much more than that same dollar will be in the future
  • 10. 10 Present and Future Values (cont’d) Situations: • Know the future value and the discount factor – Like solving for the theoretical price of a bond • Know the future value and present value – Like finding the yield to maturity on a bond • Know the present value and the discount rate – Like solving for an account balance in the future
  • 11. 11 Present and Future Value Factors Single sum factors How we get present and future value tables Ordinary annuities and annuities due
  • 12. 12 How We Get Present and Future Value Tables Standard time value of money tables present factors for: • Present value of a single sum • Present value of an annuity • Future value of a single sum • Future value of an annuity
  • 13. 13 How We Get Present and Future Value Tables (cont’d) Relationships: • You can use the present value of a single sum to obtain: – The present value of an annuity factor (a running total of the single sum factors) – The future value of a single sum factor (the inverse of the present value of a single sum factor)
  • 14. 14 Ordinary Annuities and Annuities Due An annuity is a series of payments at equal time intervals An ordinary annuity assumes the first payment occurs at the end of the first year An annuity due assumes the first payment occurs at the beginning of the first year
  • 15. 15 Defining Risk Risk versus uncertainty Dispersion and chance of loss Types of risk
  • 16. 16 Risk Versus Uncertainty Uncertainty involves a doubtful outcome • What you will get for your birthday • If a particular horse will win at the track Risk involves the chance of loss • If a particular horse will win at the track if you made a bet
  • 17. 17 Dispersion and Chance of Loss There are two material factors we use in judging risk: • The average outcome • The scattering of the other possibilities around the average
  • 18. 18 Dispersion and Chance of Loss (cont’d) Investment A Investment B Time Investment value
  • 19. 19 Dispersion and Chance of Loss (cont’d) Investments A and B have the same arithmetic mean Investment B is riskier than Investment A
  • 20. 20 Types of Risk (cont’d) Diversifiable risk can be removed by proper portfolio diversification • The ups and down of individual securities due to company-specific events will cancel each other out • The only return variability that remains will be due to economic events affecting all stocks
  • 21. 21 Relationship Between Risk and Return Direct relationship Concept of utility Diminishing marginal utility of money St. Petersburg paradox Fair bets The consumption decision Other considerations
  • 22. 22 Direct Relationship The more risk someone bears, the higher the expected return The appropriate discount rate depends on the risk level of the investment The risk-less rate of interest can be earned without bearing any risk
  • 24. 24 Psychic Return Psychic return comes from an individual disposition about something • People get utility from more expensive things, even if the quality is not higher than cheaper alternatives – E.g., Rolex watches, designer jeans
  • 25. 25 Price Risk Versus Convenience Risk  Price risk refers to the possibility of adverse changes in the value of an investment due to: • A change in market conditions • A change in the financial situation • A change in public attitude  E.g., rising interest rates and stock prices, a change in the price of gold and the value of the dollar
  • 26. 26 Price Risk Versus Convenience Risk (cont’d) Convenience risk refers to a loss of managerial time rather than a loss of dollars • E.g., a bond’s call provision – Allows the issuer to call in the debt early, meaning the investor has to look for other investments
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