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.
Answer:
A decrease in cash flows from financing activities
Explanation:
When cash dividend is paid,
It is an outflow of cash as paid, therefore it will decrease the cash flows.
Further dividend is paid to equity, or preference capital raised for business, which is a financing activity.
Therefore, a cash dividend paid to shareholders will result in decrease in cash flow from financing activities.
Whereas cash dividend received is investing activity.
Final Answer
A decrease in cash flows from financing activities.
Answer:
The answer is "Choice d"
Explanation:
The Advertising Mix is the integration of publicity, personal selling, advertising, and marketing. To maintain a sustainable mix of those promotional resources, advertisers need to look only at the following questions. It really is the company's promotional software. With the assistance of the marketing manager and a 3rd parties advertiser, they sell the offering.
Answer:
The correct option is D: $8.60
Explanation:
Average fixed cost of Pretty Flowers = $5.40
Average variable costs of Pretty Flowers = $3.20
We are asked to calculate the Average total cost of Pretty Flowers at this current level
Hence:
Average total cost Pretty Flowers = Average fixed cost of Pretty Flowers + Average variable costs of Pretty Flowers
If we substitute the value of these variables in the equation, we get:
Average total cost Pretty Flowers = $5.40 + $3.20 = $8.60