Peter's position in the company is of computer systems analyst.
C. computer systems analyst
<u>Explanation:</u>
The System analyst, in order to create an information systems solutions will first identify the business needs and then develop the computer based system which will help fulfil those needs.
To create a business system he needs to have a good understanding of all the specific details of the business and will have to work in a team of people who know the company well and can tell him what exactly the company needs. It's a technical job and one must be skilled in information technology.
Answer: The correct answer is "B".
"B. Investing in real assets" is<u> NOT</u> typically considered a function of financial intermediaries.
Explanation: A financial intermediary is an institution specialized in mediation between economic units that save or invest their funds, and units that wish to borrow funds.
Financial intermediaries are dedicated to investing in <u>financial assets.</u>
Answer and Explanation:
The computation is shown below:
a. For expected return
As we know that
Expected return = Probability × Rate of return
The same formula applies for all of the given stock
For Boom it is
= 0.4(0.21) + 0.4(0.36) + 0.2(0.55)
= 0.33
For Normal it is
= 0.4(0.17) + 0.4(0.13) + 0.2(0.09)
= 0.13
For Bust
= 0.4(0.00) + 0.4(-0.28) + 0.2(-0.45)
= - 0.20
So, the expected rate of return is
= 0.25(0.33) + 0.60(0.13) + 0.15(-0.20)
= 0.1305
Now the variance is
= 0.25 × (0.33 - 0.1305)^2 + 0.60 × (0.13 - 0.1305)^2+ 0.15 × (-0.20 – 0.1305)^2
= 0.053
Now the standard deviation is
= [0.053]^1/2
= 0.23
b. Risk premium is
= E(Rp) – Rf
= 0.1305 - 0.038
= 0.0925
c. Expected real return is
= 0.1305 - 0.035
= 0.0955
The Expected real risk premium is
= risk premium - inflation rate
= 0.0955 - 0.035
= 0.0605
We simply applied the above formulas
Answer:
FV= $1,254.4
Explanation:
Giving the following information:
Initial investment= $1,000
Number fo years= 2
i= 12% compunded annually
To calculate the future value, we need to use the following formula:
FV= PV*(1+i)^n
PV= present value
FV= 1,000*(1.12^2)
FV= $1,254.4