Answer:
a. 16.50%
Explanation:
Find the beta as of last year using CAPM;
CAPM ; r = risk free + beta(Market risk premium)
0.125 = 0.03 + beta(0.0475)
Subtract 0.03 from both sides;
0.125-0.03 = 0.0475beta
0.095 = 0.0475beta
Divide both sides by 0.0475;
0.095/0.0475 = beta
beta = 2
Next, use CAPM again to find the new required return with a market risk premium is 4.75%+ 2% = 6.75%
r = 0.03 + 2(0.0675)
r = 0.03 + 0.135
r = 0.165 or 16.5%
Therefore, the new required return is 16.5%
Answer:
7 years (to the nearest year)
Explanation:
Given that;
A = amount
P= principal
t = time
r = rate
A =3P(given in the question)
Formula for compound interest;
A = P(1 + r)^t
Substituting values;
3P = P(1 + 18/100)^t
3P/P= (1.18)^t
3 = (1.18)^t
log 3 = t log 1.18
t = log 3/log 1.18
t = 0.4771/0.0719
t = 6.6 years
t = 7 years (to the nearest year)
It can be said that kent and julie have Low Inter-rater Reliability.
<h3>
What is Inter-rater Reliability?</h3>
- Inter-rater reliability is a statistical metric used to assess the degree of consensus among various judges or raters.
- It is employed as a method of evaluating the accuracy of the responses generated by various test items.
- A test's lower inter-rater reliability may be a sign that its questions are obscure, difficult to understand, or even superfluous.
- The percentage of items that the judges agree on can be calculated as a straightforward technique to assess inter-rater reliability.
- This is referred to as percent agreement, and it always falls between 0 and 1, with 0 denoting complete disagreement among raters and 1 denoting perfect agreement.
To know more about Inter-rater Reliability with the given link
brainly.com/question/14316125
#SPJ4
Answer:
IRR= 21.86%
Explanation:
Giving the following information:
Initial investment (PV)= $10,000
Cash flows (PMT)= $4,000 per year
Number or years (n)= 4
<u>It is extremely difficult to calculate the IRR using the formula. We will use the financial calculator.</u>
Function: CMPD
n= 4
I%= SOLVE = 21.86%
PV= 10,000
PMT= -4,000
IRR= 21.86%
