Answer:
-$1,562.50
Explanation:
Calculation to determine The highest net profit possible for the speculator based
Premium of the option = $.05 per unit * (31,250 units)
Premium of the option= -$1,562.50
Therefore Based on the information given and the above calculation The HIGHEST NET PROFIT that will be possible for the speculator will be -$1,562.50
Answer:
The appropriate response is "Persuasive arguments".
Explanation:
- A noninteractional concept or philosophy of community judgment predicting choice results via cognitive or conceptual claims produced by individuals before the debate is determined as Persuasive arguments theory.
- It doesn't see dialogue as an important element of judgment results, although as a potential mechanism for facilitating communication.
Thus the above is the right answer.
The U.S. Government Rental Car Program is an excellent example of a very effective working relationship between government and industry to provide quality vehicles at reasonable prices for federal travelers on official travel. U.S. Government Rental Car Agreement Number 4<span> governs the rental of vehicles (passenger cars, sports utility vehicles, station wagons, passenger vans, and small pick-up trucks) by military members, employees of the Federal Government, and employees of the United States Postal Service while in official travel status and when such rental is authorized by the Government.
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Answer: a.$10,904 increase
Explanation:
Operating income before sales increase:
= Sales - Variable costs - Fixed costs
= 551,000 - (71% * 551,000) - 207,000
= -$47,210
Operating income after sales increase:
Sales increases to:
= 551,000 + 37,600
= $588,600
= 588,600 - (71% * 588,600) - 207,000
= -$36,306
Difference:
= -47,210 - (-36,306)
= Increase of $10,904
The fraction of the employed workers who lose their jobs each month or the rate of the job separation must be 0.07
Steady-state rate of unemployment multiply to the fraction of unemployed workers who find jobs each month.
0.125 * 0.56 = 0.07
The answer in this question is 0.07