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Bond Lecture

Autor:   •  December 5, 2016  •  Course Note  •  1,746 Words (7 Pages)  •  561 Views

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PORTFOLIO INVESTMENT:  

TECHNICAL ANALYSIS:

RISK AND RETURN

Return:

[pic 1]

[pic 2]

Share prices can rise and fall rapidly. Investors must accept that the value of their shares may fluctuate by as much as 50% or more in a year.

[pic 3]

Volatility is the degree of variation of a trading price series over time as measured by the standard deviation of returns.

         1) Passive investing (“buy-and-hold”):

            ?  RΔP(A) = RΔP(B)     

         2) Active investing:

            ?   RΔP(A) > RΔP(B)     

            ?   Risk(A) < Risk(B)     

    Quantitative assessment of income and risk is made by technical analysis with the folowing indicators.

    Dispersion is a statistical term describing the size of the range of values expected for a particular variable. It is often interpreted as a measure of the degree of uncertainty, and thus risk, associated with a particular security or investment portfolio..

[pic 4]      (1)

[pic 5] – mean (average) value of return for the whole period;

 r – return for each period of time;

n – number of periods.

Typical objective assessment of expected return and risk is based on the actual data of the previous 5 years for monthly returns values (n=60).

Standard deviation is another commonly used statistic for measuring investment or portfolio's volatility. The lower the standard deviation, the lower the volatility. For example, a stock has a standard deviation of 20.0% with an average return of 10%. An investor should expect the price of the investment to move 20% in either a positive or negative manner away from the average return. In theory, the stock can fluctuate in value from negative 10% to positive 30%.

 Stocks have the highest standard deviation, with bonds having much lower measures.

[pic 6](2)

Exercise#3. What is the future return and risk?

Period

Return

А

В

1.

20

15

2.

18

20

3.

23

24

4.

21

26

5.

17

23

6.

15

19

7.

19

16

Mean (average)  Return

19

20,4

Dispersion

6

14,53

Standard Deviation

2,45

3,81

The Bell curve: Normal law of random variable distribution

[pic 7]

А

В

1. Mean (average)  Return, %

19

20,4

2. Standard Deviation, %

2,45

3,81

3. Interval of expected return, %

1) Р=68,3%:

2) Р=95,5%:

3) Р=99,7%:

(16,55 ; 21,45)

(14,1 ; 23,9)

(11,65 ; 26,35)

(16,59 ; 24,21)

(12,78 ; 28,02)

(8,97 ; 31,83)

...

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