Answer:
Beta= 1.5
Explanation:
<u>First, we need to calculate the proportional investment of each asset:</u>
Total investment= $100,000
BOA= 30,000/100,000= 0.3
Best Buy= 20,000/100,000= 0.2
Harley-Davidson= 50,000/100,000= 0.5
<u>To calculate the beta of the portfolio, we need to use the following formula:</u>
Beta= (proportion of investment A*beta A) + (proportion of investment B*beta B)...
Beta= (0.3*1.8) + (0.2*1.05) + (0.5*1.5)
Beta= 1.5
Answer:
a) $1080
b)$19080
c) Loan given | -$18000
d)$540
e)$19620
f)loan | 18000
Interest received | $1620
g) $1620
Explanation:
a) Year 1 : a) Interest income = $18000*9%*8/12 = $1080
b) The total receivable at december 31,Year = 18000+1080 = $19080
c) Year 1 :Statement of cash flow
Loan given | -$18000
d) Interest income Year 2 = $18000*9%*4/12 = $540
e) Total cash collect in 2017 = $18000+$1080 + $540 = $19620
f) Cash flow from investing activities :
loan | 18000
Interest received | $1620
g)Total interest earned = 18000*9% = $1620
The answer is to break down oxygen entering the respiratory system others are the functions.
Hope it helps:)
Answer:
B. $6000
Explanation:
Given that
Price = $9
Average total cost (ATC) = $7
Output (Q) = 3000
Two methods can be used in calculating profit in this case.
The first method is
Profit = (price - ATC) × Q
= (9 - 7) × 3000
= 2 × 3000
= $ 6000
The second method is
Profit = Total revenue (TR) - Total Cost (TC)
Where TR = Price × Q = 9 × 3000 = $27000
TC = ATC × Q = 7 × 3000 = $ 21000
Therefore,
Profit = 27000 - 21000
= $6000
Any method used will result to the same answer.
NOTE THAT,
ATC = Total cost / Q.
So change of formula was used to obtain Total cost from this formula.
Answer: Jack Corp's D/E ratio is 0.67.
We follow these steps to arrive at the answer:
We begin with the DuPont Identity for Return on Equity (RoE)
Substituting the values from the question in the DuPont identity we get,
So,
Substituting the value of equity multiplier in the formula above we get,
Now,
So,
Now that we have the proportions of debt and equity to total assets, we can find the Debt Equity (D/E) ratio as follows:
Substituting the values we get,
