Answer:
B. Mary will win the case as she had already won at the U.S. Court of Appeals.
Explanation:
When 8 judges review Mary's case and is split 4-4 she will win the case as she has won it in the lower court. However the case will not set a precedent for future cases.
This is a rare occurrence as there are usually 9 justices presiding in supreme court reviews.
Answer:
The correct answer is letter "B": production by U.S. citizens wherever they work in the world.
Explanation:
Gross National Product or GNP is one of a range of indicators economists use to calculate the economic output of a country. GNP is the market value of all goods and services produced by a country's citizens for one year, whether those goods were manufactured inside the country or produced elsewhere.
A monopolistically competitive firm is currently producing the profit-maximizing level of output. If the price of a variable input increases, the firm’s average total cost and marginal cost curves will shift upward.
Option C
<u>Explanation:
</u>
Monopolistic competition is a sort of incomplete competition that requires multiple companies to sell a product which is distinct and thus not ideal alternatives.
Monopoly competition is a framework of the market that integrates monopoly aspects and market competition. A dynamic monopoly market basically has freedom of entering and exiting, but businesses can distinguish between their goods.
We get an inelastic curve of demand and therefore can set the prices. Nevertheless, because the right to participate would allow supernormal incentives to more businesses to gain market share, which will result in regular long-term profits
.
Answer:
1.97%
Explanation:
The formula to calculate the holding period return is:
HPR=(Income generated+(ending value-initial value)/Initial value)*100
Income generated= $24
Ending value= $884.89
Initial value= $891.26
HPR=(24+(884.89-891.26)/891.26)*100
HPR=(24+(-6.37)/891.26)*100
HPR=(17.63/891.26)*100
HPR=0.0197*100
HPR= 1.97%
According to this, the holding period return (HPR) on the bond as of today is 1.97%.