Based on Destiny's preference for investments with the highest returns without consideration of their riskiness, he will most likely be interested in <em>A. junk bonds.</em>
- Junk bonds issued by corporate entities lack investment-grade credit ratings. They usually yield higher returns than the average bonds with good investment-grade credit ratings.
- Destiny will not be interested in municipal bonds because they do not meet his high-risk appetite. Municipal bonds do not yield high returns. They are for the risk-averse investor.
- Destiny will not be interested in corporate bonds with investment-grade credit ratings because they are more secured and less risky than junk bonds.
- Finally, savings bonds will not be attractive to Destiny, as the U.S. Treasury issues them and they remain the safest investments.
Thus, Destiny's interest will be in junk bonds because he does not mind the risks but wants the highest returns from his investments.
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Answer:
Letter E is correct. <u>Product disapprobation.</u>
Explanation:
In this matter, we can say that the factor that probably dictated the adaptation of Greengens products in this scenario was the product's disapproval.
This failure of the chocolate company Greengens was due to some management error and analysis of the market in question. When entering an international market, the company must analyze a series of important variables for the product to be accepted by the local public, no matter how standardized the product is, there are some local characteristics that should not be disregarded, such as local values, culture , needs, tastes, etc., which means that an adaptation of a product or service is necessary for it to be actually accepted and consumed in a given country.
Answer:
=2.98%
Explanation:
Use CAPM to find the required return of the stock;
CAPM: r = risk free + beta(market return - risk free)
risk free = 4.5% or 0.045 as a decimal
beta = -0.4
market return = 8.3% or 0.083 as a decimal
Next, plug in the numbers into the CAPM formula;
r = 0.045 -0.4(0.083 - 0.045)
r = 0.045 -0.0152
r = 0.0298 or 2.98%
Therefore the required return is 2.98%
Check its weight. Then it will be easier for us
