<span>Unrelated diversification</span>
<h2>A reward system for customers based on the amount of business they do with your business.</h2>
Explanation:
A loyalty program is organized once again to promote business and to get in touch with the effective customer to keep up business. Only selected customers who are keeping the business on will be invited.
Option A: Rewards are not for suppliers, it is for customer
Option B: It is not analysis. It is basically to appreciate customer based on the analysis
Option C: The right answer as explained above
Option D: This is closely related to product promotion but missing the attribute of "appreciating customers".
The Internet standards allow for greater commerce because it helps guide the information and commerce paths as they grow and as we move more and more toward digital operations. If we didn’t have the IEEE or their standards we would have utter chaos when it comes to technology and the level of digital communication and use that we have today on such a coordinated scale simply wouldn’t be possible. It would be like trying to pour water down a platform into a cup a distance away (symbol of worldwide digital coordination). The water can go anywhere it wants to within these guidelines and in the end we end up with water in the glass (i.e. worldwide digital coordination). This allows for an exponential growth in technology worldwide.
Answer:
corporate philanthropy.
Explanation:
Corporate philanthropy refers to an act done by a corporation or business organization with a motive to promote the welfare of a society by charitable donations of funds
Since in the question it is mentioned that the Jessica already aside the amount of $10,000 for the nonprofit organization and already it meets the requirement of government to contribute 4% of the company revenue for the social benefits
So this given situation represents the corporate philanthropy.
Answer:
The risk premium on factor 2 = 9.26%.
Explanation:
Let us denote the risk premium of factor 2 as x
Below is the formula we can use to calculate the risk premium of factor 2.
Expected return on stock = (Beta (factor 1)* expected return of 1) +(beta of 2x * risk free reate)
17.6% = (1.45*3.2%) + 0.86x+5%
17.6 = 4.64 + 0.86x+5%
17.6 - 4.64 - 5= 0.86x
7.96 = 0.86x
x = 7.96/0.86 =9.2558
The risk premium on factor 2 = 9.26%.
