Answer:
Portfolio A and Portfolio B
Explanation:
In this question, we apply the Capital Asset Pricing Model (CAPM) formula which is shown below
Expected rate of return = Risk-free rate of return + Beta × (Market rate of return - Risk-free rate of return)
The Market rate of return - Risk-free rate of return) = Market risk premium
Let us assume the market risk premium be X
For Portfolio A:
21% = 8% + 1.3 × X
13% = 1.3 × X
So, the X = 10%
For Portfolio B:
17% = 8% + 0.7 × X
9% = 0.7 × X
So, the X = 12.86%
Based on the market risk premium calculations, we can conclude that Portfolio A should be in short position while Portfolio B should be in long position as portfolio B has higher market risk premium than B
Answer:
They reveal how the author(s) interpreted the findings of their research and presented recommendations or courses of action based on those findings.
Explanation:
Answer:
The correct answer is A. Generally small and influenced by other factors
Explanation:
Flexibility in this case refers to the development of more dynamic tasks without taking into account time, and is presented as the way in which employees get on with other tasks in order to learn new things. Job satisfaction is distinguished by aspects of their tasks, where the level of growth is perceived under static working conditions.
Answer:
Debit Bad Debt Expense; Credit Accounts Receivable
Explanation:
Bad debts expense is related to a company's current asset accounts receivable. Bad debts expense is also referred to as uncollectible accounts expense or doubtful accounts expense.
When a cash payment is received from the debtor, cash is increased and the accounts receivable is decreased. When recording the transaction, cash is debited, and accounts receivable are credited.
Answer:
9.43%
Explanation:
The computation of the internal rate of return is calculated by using the spreadsheet which is shown in the attachment
The internal rate of return is the return at which the net present value comes to zero i.e.
Net present value = 0
initial investment = Present value of cash flows after taking the discounting factor
After solving the given problem, the internal rate of return is 9.43%
