Answer:
a career transition
Explanation:
In simple words, a career transition refers to the process under which an individual changes his or her job or profession etc. Such transition could be done by changing jobs in the same job sector such as one start selling pizzas instead of burgers. On the other hand, some individual changes their occupations drastically, for instance, a doctor starts a burger shop by arranging his or her own capital.
Their economies are highly specialized and depend on international trade for their income.
<h3>What is
income?</h3>
Income is the consumption and saving opportunity gained by an entity over a given time period, which is usually expressed in monetary terms. Income is difficult to define conceptually, and definitions vary across fields.
Income is defined as the amount of money received by a person, group, or company over a specific time period. A salary of $70,000 per year is an example of income.
Income is money received by an individual or business in exchange for labor, the production of a good or service, or the investment of capital. Individuals typically earn money through wages or salaries, whereas businesses make money by selling goods or services for more than their cost of production.
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Answer:
Ans. The expected rate of return on the Inferior Goods Co. stock is 5.90%
Explanation:
Hi, you just have to multiply the expected earnings by the probability of occurance of a certain event and then add up all the products. Here is the information all organized to be processed.
Item Prob Earn
Booming 20% -6%
Normal 55% 7%
Recession 25% 13%
Ok, now let´s calculate the expected rate of return.


So the expected rate of return of the stock is 5.90%
Best of luck.
Answer:
The expected rate of return is 8.65%
Explanation:
The expected return on a stock can be calculated by multiplying the return in each scenario by the probability of that scenario. This will provide the expected value of the return based on all these scenarios. Thus, the rate of return is,
Rate of return = rA * pA + rB * pB + rC * pC
Where,
- r represents the return in each scenario
- p represents the probability of each scenario
The probability of normal state is = 1 - 0.45 - 0.05 = 0.5
Rate of return = 0.13 * 0.45 + 0.06 * 0.5 + (-0.04) * 0.05
Rate of return = 0.0865 or 8.65%