Answer:
E. All of the steps above are appropriate to take if she suspects identity theft.
Explanation:
Under suspicion of identity theft, it is better to take all the preventive measures listed in the example before the person who has stolen your debit card and checks makes use of them and steals the money in your bank account or makes big purchases.
Answer: Corporate bond
Explanation:
It should be noted that the municipal bond aren't taxable. Therefore, its yield will be 4.75%.
On the other hand, the After Tax Cost of the yield of the corporate bond will be:
= Yield × (1-Tax Rate)
= 8.25% × (1-35%)
= 8.25% × 65%
= 5.36%
Therefore, the Corporate Bond should be chosen since it has a higher yield.
Providing incentives for enterprise social network adoption and use is under the strategy best practice.
<h3>What is enterprise social network?</h3>
Enterprise social networking refers to an organization's use of social media (internally and externally), to connect individuals who share similar business ideas.
Examples of enterprise social network include:
- IBM's Connections
- Cisco's Webex Social
Hence, providing incentives for enterprise social network adoption and use is under the strategy best practice.
Learn more about enterprise social network here brainly.com/question/20115584
Answer and Explanation:
The formula to compute the required rate of return using the CAPM and constant growth model is as follows
Under CAPM
The Required rate of return = Risk-free rate of return + Beta × (Market rate of return - risk-free rate of return)
Constant growth model = Dividend ÷ Price + Growth rate
For Estee lauder,
Under CAPM = 4% + 0.74 × (10% - 4%)
= 4% + 0.74 × 6%
= 4% + 4.44%
= 8.44%
Under the Constant growth model
= $1.70 ÷ $50 + 16.50%
= 19.90%
For Kimco realty,
Under CAPM = 4% + 1.51 × (10% - 4%)
= 4% + 1.51 × 6%
= 4% + 9.06%
= 13.06%
Under the Constant growth model
= $1.68 ÷ $82 + 11%
= 13.05%
For Estee lauder,
Under CAPM = 4% + 1.02× (10% - 4%)
= 4% + 1.02 × 6%
= 4% + 6.12%
= 10.12%
Under the Constant growth model
= $0.60 ÷ $10 + 13%
= 19.00%
