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Corporate Finance
Risk & Return
Rates of Return: A Review


Measuring Rate of Return


The total return on an investment is made up of:



Income (dividend or interest payments).
Capital gains (or losses).

Percentage Return =

Capital Gain + Dividend
Initial share Price
Rates of Return: A Review

Capital Gain Yield =
Dividend Yield =

Capital Gain
Initial Share Price

Dividend
Initial Share Price

1 + nominal rate
1 + real rate =
1 + inflation rate
Rates of Return: A Review


An Example:

A Canadian Pacific Railway (CP) share had a value of $61.40 at
the beginning of 2007. By the end of the year, the price went
up to $64.22. In addition, during the year, CP paid a $0.90
dividend per share.
% return = Capital gain+dividend/initial share price
(64.22 – 61.40) + 0.90
= 6.06%
61.40
Dividend yield =
0.90/61.40 = 1.47%
Capital gain yield = 2.82/61.40 = 4.59%
Total return= 1.47% + 4.59% = 6.06%
Rates of Return: A Review
 Total






return= 1.47% + 4.59% = 6.06%

This is the nominal return (how much more money you
will have at the end of year if invested today)
To convert from nominal return to real return with
inflation of 4.1% (to find how much more you will be able
to buy with your money at the end of year)
1+real rate of return=1+0.0606/1+0.04
real rate of return=1.019-1= 1.98%
Systematic Risk & Unsystematic Risk
Systematic Risk




Market Risk
Interest Rate Risk
Purchasing Power Risk

Unsystematic Risk



Business Risk
Financial Risk
Financial Risk
Assigning Risk Allowances (Premiums)
R= i + p + b + f + m + o
Where:
i = real interest rate (riskless rate)
P = purchasing power risk allowance
B = business risk allowance
F = financial risk allowance
M = market risk allowance
O = allowance for other risks
Return & Probability
Return

Likelihood

7

1 chance in 20

8

2 chances in 20

9

4 chances in 20

10

6 chances in 20

11

4 chances in 20

12

2 chances in 20

13

1 chance in 20
Starting Predictions “Scientifically”
Return (1)

Probability (2)

(1) X (2)

7

.05

.35

8

.10

9

.20

10

.30

11

.20

12

.10

13

.05
Variance & Standard Deviation
Stock

A

Stock

(1)

(2)

(3)

(4)

Return –
Expected
Return

Difference
Squared

Probability

(2) X (3)

B

(5)

(6)

(7)

(8)

Return –
Expected
Return

Difference
Squared

Probability

(6) X (7)

7 -10 =
-3
8 -10 =
-2
9-10 = -1

9-10 = -1

.30

10-10 = 0

10-10 = 0

.40

11-10 = 1

11-10 = 1

.30

12-10 = 2
13-10 = 3
1.00

2.10

1.00

.60

Variance

2.10

.60

S.D.

1.45

.77
Risk In a Contemporary Mode
Total Risk = Diversifiable risk + Non diversifiable
Risk

Diversifiable Risk = You can control
Non Diversifiable Risk = You cannot control
Thank you

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Corporate Finance Rates of Return: Measuring and Calculating Returns

  • 2. Rates of Return: A Review  Measuring Rate of Return  The total return on an investment is made up of:   Income (dividend or interest payments). Capital gains (or losses). Percentage Return = Capital Gain + Dividend Initial share Price
  • 3. Rates of Return: A Review Capital Gain Yield = Dividend Yield = Capital Gain Initial Share Price Dividend Initial Share Price 1 + nominal rate 1 + real rate = 1 + inflation rate
  • 4. Rates of Return: A Review  An Example: A Canadian Pacific Railway (CP) share had a value of $61.40 at the beginning of 2007. By the end of the year, the price went up to $64.22. In addition, during the year, CP paid a $0.90 dividend per share. % return = Capital gain+dividend/initial share price (64.22 – 61.40) + 0.90 = 6.06% 61.40 Dividend yield = 0.90/61.40 = 1.47% Capital gain yield = 2.82/61.40 = 4.59% Total return= 1.47% + 4.59% = 6.06%
  • 5. Rates of Return: A Review  Total     return= 1.47% + 4.59% = 6.06% This is the nominal return (how much more money you will have at the end of year if invested today) To convert from nominal return to real return with inflation of 4.1% (to find how much more you will be able to buy with your money at the end of year) 1+real rate of return=1+0.0606/1+0.04 real rate of return=1.019-1= 1.98%
  • 6. Systematic Risk & Unsystematic Risk Systematic Risk    Market Risk Interest Rate Risk Purchasing Power Risk Unsystematic Risk   Business Risk Financial Risk
  • 7. Financial Risk Assigning Risk Allowances (Premiums) R= i + p + b + f + m + o Where: i = real interest rate (riskless rate) P = purchasing power risk allowance B = business risk allowance F = financial risk allowance M = market risk allowance O = allowance for other risks
  • 8. Return & Probability Return Likelihood 7 1 chance in 20 8 2 chances in 20 9 4 chances in 20 10 6 chances in 20 11 4 chances in 20 12 2 chances in 20 13 1 chance in 20
  • 9. Starting Predictions “Scientifically” Return (1) Probability (2) (1) X (2) 7 .05 .35 8 .10 9 .20 10 .30 11 .20 12 .10 13 .05
  • 10. Variance & Standard Deviation Stock A Stock (1) (2) (3) (4) Return – Expected Return Difference Squared Probability (2) X (3) B (5) (6) (7) (8) Return – Expected Return Difference Squared Probability (6) X (7) 7 -10 = -3 8 -10 = -2 9-10 = -1 9-10 = -1 .30 10-10 = 0 10-10 = 0 .40 11-10 = 1 11-10 = 1 .30 12-10 = 2 13-10 = 3 1.00 2.10 1.00 .60 Variance 2.10 .60 S.D. 1.45 .77
  • 11. Risk In a Contemporary Mode Total Risk = Diversifiable risk + Non diversifiable Risk Diversifiable Risk = You can control Non Diversifiable Risk = You cannot control