Answer:
Determining that smartphone apps and social media aps are important parts of a bank's future plans to reach young consumers. ⇒ <u>New Product Strategy.</u>
Tweeting out the availability of a new smartphone app that helps young professionals manage their financial lives better. ⇒ <u>Product launch.</u>
Inviting younger "fans" of the bank's social media sites to have a free trial of the new smartphone app. ⇒ <u>Test marketing. </u>
Having a Faceb-ook discussion with consumers on what they would ideally like to have from a bank smartphone app. ⇒<u> Idea generation.</u>
Creating a prototype of the smartphone app. ⇒<u> Product development. </u>
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Using Tw-itter to ask followers what they are willing to pay for smartphone apps. ⇒ <u>Business analysis. </u>
Developing a social media site that allows college students to review and provide feedback on new product ideas. ⇒<u> Idea screening. </u>
Even when a manager is not able to grant employees' requests or suggestions, employees are much more likely to accept the decision and respect the manager if they know that they were heard and were able to provide input, and if the manager explains the reasons for the decision.
Answer:
12.5%
Explanation:
A portfolio has $2,800 invested in stock A
$3,900 is invested in stock B
The expected return of stock A is 9%
= 9/100
= 0.09
The expected return of stock B is 15%
= 15/100
= 0.15
The first step is to calculate the total value
= $2,800+$3,900
= $6,700
Therefore, the expected return on the portfolio can be calculated as follows
= (2,800/6,700)×0.09 + (3,900/6,700)×0.15
= 0.4179×0.09 + 0.5820×0.15
= 0.03761 + 0.0873
= 0.1249×100
= 12.5%
Hence the expected return on the portfolio is 12.5%