Answer:
31.47%
Explanation:
Total investment = 4000 + 3000 +9000 = $16,000
% of investment in A = 4000/16000 = 25%
% of investment in B = 3000/16000 = 18.75%
% of investment in Asset beta and risk-free asset = 100% - 25% -18.75% = 56.25%
Let the % of investment in asset with beta of 1.74 is A, % of investment in risk free asset is B.
We have the following simultaneous equations:
0.9 = (0.25 x 1.47) + (0.1875 x 0.54) + (A x 1.74) + (B x 0)
A+B = 56.25%
From the first equation, we get A = 24.78%
--> B = 56.25% - 24.78% = 31.47%
*** Note: Portfolio beta is the weighted sum of individual asset betas, according to the proportions of the investments in the portfolio
*** Note: Beta of risk free asset is 0
Answer:
Charlotte should focus more in writing lines of code as an advantage while Tomer should focus more in reports.
Explanation:
<em>The two agent should concentrate in what they tend to produce, and that they should take a good advantage of it.</em>
<em>Charlotte has a advantage that is related in writing code lines and Tomer has a have a good advantage in report writing</em>
Answer:
Friendly's would say you were paying <u>1042.86% APR</u>.
Explanation:
Annual percentage rate (APR) can be described as the yearly interest rate that is paid by a borrower to a lender which is expressed in percentage term without taking compounding into consideration.
Annual Percentage Rate (APR) can be determined using the following formula:
APR = {[(Fees + Interest amount) / Principal / n] * 365} * 100 ……………… (1)
Where;
APR = ?
Fees = 0
Interest amount = Amount to repay - Amount to borrow = $12.00 - $10.00 = $2.00
Principal = Amount to borrow = $10.00
n = Number of days in the loan term = One week = 7 days
Substituting the values into equation (1), we have:
APR = {[(0 + 2) / 10 / 7] * 365} * 100
APR = 1042.86%
Therefore, friendly's would say you were paying <u>1042.86% APR</u>.
