The appropriate response is Content Validity. It is a critical research approach term that alludes to how well a test measures the conduct for which it is expected. For instance, suppose your instructor gives you a brain research test on the mental standards of rest.
Answer: how to solve a important problem within your school or govorment,your audience is the school official, and the problem is to complain about a problem
Explanation:
Answer:
C. As more securities are added to a portfolio, total risk typically would be expected to fall at a decreasing rate.
Explanation:
Portfolio diversification gives more security to a portfolio, which expected to results in a decreasing rate of total risk.
The portfolio which is diversified carries the co-variance measure of risk. It has the property of reducing the risk as it diversifies the portfolio to a great extent.
It reduces the overall risk by diversifying the assets i.e. stock , bonds, commodities etc.
Hence, the most appropriate answer is option C.
Answer:
when you ask a question and you get one answer you cant give someone brainliest until another person answers and after two people answer you chose which one is the best by clicking the little crown in the upper right corner of their answers
Explanation:
Answer:
0.09 or 9%
Explanation:
This question has some irregularities. The correct question should be :
Elinore is asked to invest $4,900 in a friend's business with the promise that the friend will repay $5,390 in one year's time. Elinore finds her best alternative to this investment, with similar risk, is one that will pay her $ 5,341 in one year's time. U.S. securities of similar term offer a rate of return of 7%. What is the opportunity cost of capital in this case?
Solution
Given from the question
Investment (I) = $4,900
Return on investment (ROI) in one year = $5,341
Rate or opportunity cost of capital r is given by
ROI = I × (1 + r)
input the given data
$5,341 = $4,900 (1 + r)
$5,341 = $4,900 + $4,900r
$5,341 - $4,900 = $4,900r
r = ($5,341 - $4,900) / $4,900
r = 0.09
Or 9% in percentage