Because he had a contract with the builder, the mason would be able to get the original contract price of $45,000.
Answer:
A. doesn't lose any sales when it raises its price
Explanation:
- As monopoly is ruled by one set of prices and they are price makers thus even f the prices rise the price will be set above the marginal cost to maximize the profits. Thus a monopoly does not lose its market share as it acts as a single dominating factor in the supply and trade of the goods and services. And it stipulates the financial dealing through a single seller.
Yes John would be able to register by making use of the special election period.
<h3>What is the special election period?</h3>
The special election period is also sometimes referred to as the special enrollment period in the United States.
This is the period that the beneficiaries of Medicare are able to make changes to their advantage or to their coverages in the nation.
This has to be done outside of what is their initial enrollment period . This is a yearly open period where the citizens are able to sign up for Medicare in the nation.
Read more on Medicare here:
brainly.com/question/1960701
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The classical<span> management </span>approach<span> is the theory of management that focuses on the productivity, output and efficiency of workers, rather than the differences in behavior that exist among them. This </span>approach<span> merges bureaucratic, administrative and scientific theories of management.</span>
Answer:
Portfolio return = 0.1004646154 or 10.04646154% rounded off to 10.05%
Option B is the correct answer
Explanation:
The expected return of a portfolio is the function of the weighted average of the individual stock returns that form up the portfolio. The formula to calculate the expected return of a two stock portfolio is as follows,
Portfolio return = wA * rA + wB * rB
Where,
- w is the weight of each stock
- r is the rate of return on each stock
As the investment in total portfolio is 97500 and the investment in stock A is 84650, the investment in stock B will be,
Stock B = 97500 - 84650 = 12850
Portfolio Return = 84650 / 97500 * 0.106 + 12850 / 97500 * 0.064
Portfolio return = 0.1004646154 or 10.04646154% rounded off to 10.05%