Expected rate of return Probabilities
Booming 22% 5%
Normal 15% 92%
Recession 2% 3%
The expected rate of return on this stock is solved by multiply each expected rate of return to its corresponding probability and getting the sum of all products.
Booming: 0.22 x 0.05 = 0.011
Normal: 0.15 x 0.92 = 0.138
Recession 0.02 x 0.03 =<u> 0.0006</u>
Sum total 0.1496 or 14.96% is the expected rate of return on this stock
Answer:
d.both answers 1 and 3 occur.
That is
a.the company has competencies and capabilities to efficiently sustain its competitive differentiation.
c.the company's competitive advantage grows out of the entire system of activities working together.
Explanation:
In a perfectly competitive market firms have similar products and so they must compete with each other to get market share.
Gaining a competitive advantage is key in surviving within the market.
Differentiation of its products is the first step to success. When a firm's product is differentiated from others it will gain more customer loyalty as the end user identies the product with a particular trait for example high quality.
When the companie's activities are well synchronised the company achieves efficiency which is a competitive advantage of higher output than other firms.
Answer: C. Firm A reduces the price to $7 causing Firm B to reduce its price to $4.50.
Explanation:
Since firm A is impatient to earn more profits and Firm B wishes to last in the business for the long-run, then Firm A will reduce the price to $7 causing Firm B to reduce its price to $4.50.
Since Firm A reduces the price to $7, this will lead to an increase in the quantity demanded of the product and therefore the firm can earn more profit. On the other hand, firm B will reduce its price to a point where the price meets the marginal cost which is $4.50.
Answer:
d
Explanation:
harassment is someone bothering so the only one is c, a is discrimination, b is the same as a, and d don't know
B.
You must simply follow your equilibrium point. If the new demand curve is at D2, then you find the new intersection formed by D2 and S1.
