Problem 2. A project requires investments of $1,000 and $1,176 at the end of and the third year, respectively, and generates income of $2,170 at the end of 2 years. Find the internal rate of return of the project. dicos:

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Problem 2. A project requires investments of $1,000 and $1,176 at the end of the first
and the third year, respectively, and generates income of $2,170 at the end of 2 years. Find
the internal rate of return of the project.
001)
Problem 3. The following shows the return and standard deviations of three stock indices:
US, Germany, and Japan:
Aaldy
Expected return Standard deviation
US
Germany
Japan
The correlation matrix of the three stock indices is as follows: 0,0
itruvio
nol
10
16% bis 21% lev den
25%
20%
17%
27%
US
il 16 000 Germany
Japan
US Germany Japan
100%
37%100.1100% impor
26%
33%
100%
ned odi
You construct a portfolio of the three markets with 15% weight in US, 40% weight in Germany
and 45% weight in Japan. Calculate the expected return and standard deviation of the return
L 000,000
of the portfolio. tomt i bin potend
THOMA
.05 maldo19
bu ist
ole
Problem 4. A stock fund has an expected return of 0.16 and variance of 0.0784. A bond
fund has an expected return of 0.08 and variance of 0.0196. The correlation between the two
Leginning adiit d'
funds is -0.3.
18 mofco14
maldor
(a) What is the expected return and standard deviation of the portfolio with 80% in the
stock fund and 20% in the bond fund?
Kil pds of short
(b) What is the expected return and standard deviation of the portfolio with 20% in the
stock fund and 80% in the bond fund?
illatam stotip d
107 11 moldor
Transcribed Image Text:Problem 2. A project requires investments of $1,000 and $1,176 at the end of the first and the third year, respectively, and generates income of $2,170 at the end of 2 years. Find the internal rate of return of the project. 001) Problem 3. The following shows the return and standard deviations of three stock indices: US, Germany, and Japan: Aaldy Expected return Standard deviation US Germany Japan The correlation matrix of the three stock indices is as follows: 0,0 itruvio nol 10 16% bis 21% lev den 25% 20% 17% 27% US il 16 000 Germany Japan US Germany Japan 100% 37%100.1100% impor 26% 33% 100% ned odi You construct a portfolio of the three markets with 15% weight in US, 40% weight in Germany and 45% weight in Japan. Calculate the expected return and standard deviation of the return L 000,000 of the portfolio. tomt i bin potend THOMA .05 maldo19 bu ist ole Problem 4. A stock fund has an expected return of 0.16 and variance of 0.0784. A bond fund has an expected return of 0.08 and variance of 0.0196. The correlation between the two Leginning adiit d' funds is -0.3. 18 mofco14 maldor (a) What is the expected return and standard deviation of the portfolio with 80% in the stock fund and 20% in the bond fund? Kil pds of short (b) What is the expected return and standard deviation of the portfolio with 20% in the stock fund and 80% in the bond fund? illatam stotip d 107 11 moldor
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