Answer:
Asset U
Explanation:
Reward-to-volatility ratio for Asset Q = Expected return / standard deviation
Reward-to-volatility ratio for Asset Q = 6.5% / 5.5%
Reward-to-volatility ratio for Asset Q = 1.1818
Reward-to-volatility ratio for Asset U = Expected return / standard deviation
Reward-to-volatility ratio for Asset U = 8.8% / 5.5%
Reward-to-volatility ratio for Asset U = 1.6
Reward-to-volatility ratio for Asset B = Expected return / standard deviation
Reward-to-volatility ratio for Asset B = 8.8% / 6.5%
Reward-to-volatility ratio for Asset B = 1.3538
The investor should prefer Asset U because its has the highest reward to volatility ratio among the three options.
Jan needs bonds-based mutual funds as an investment in which he wants to earn the best rate of return. It mostly consists of individual bonds wherein it is compiled in a portfolio. A bond fund when then produced incomes from underlying bonds measured in incomes.
The total of the assets in a balance sheet is equal to the summation of the owners' equity capital and the total liabilities of the firm.
<h3>What is a balance sheet?</h3>
Balance sheet is the financial statement of an organization that gives the details about the financial position of the company at the end of the financial period.
In the above case, the total of the assets is $50000 and the total of the equities and liabilities tallies the amount of assets. An image for the same has been attached for better reference.
Thus, the equation of the balance sheet holds true in the case of ABC Rentals.
Learn more about balance sheet here:
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Answer:
The interpretation of the discussion is characterized throughout the explanation segment below.
Explanation:
- Concentrate on an investigation as well as implementation or enhancement as something with a category or manner of price-free competitive advantage.
- With more than just related diversification, there is much less inflationary pressure as well as the corporation or manufacturer should start concentrating on non-price competitive advantage throughout the opportunity to expand mostly on the supply chain.
So the answer here is just the appropriate one.
Answer:
The expected return of your portfolio is 6.02%
Explanation:
Stock Value Expected Rate of return Weightage
A $200 8% $200/$300 = 0.67
B $100 2% $100/$300 = 0.33
Expected Rate of return = ( Expected rate of return Stock A x Weightage of Stock A ) + ( Expected rate of return Stock B x Weightage of Stock B )
Expected Rate of return = ( 8% x 0.667 ) + ( 2% x 0.33 )
Expected Rate of return = 0.0536 + 0.0066 = 0.0602 = 6.02%
