Answer:
D. Cournot model.
Explanation:
This is explained to be a model pattern wherever 2 companies in most cases that are in duopoly are seen to provide a sort of product at the same time meeting a needed amount and most importantly severally as a kind of competition. As seen above, that was the case of the two firns in the above question. Founding economist fathers has explained that if a game contains a continuous strategy set then it's not forever simple to depict the strategic kind and outcome matrix is an in depth kind as a tree. so as to gift Cournot game, new notation are going to be helpful if a game contains a continuous strategy.
Answer:
The conditions for creating a confidence interval for the population proportion have been met.
Explanation:
There are the following conditions to build a confidence interval for a population proportion:
Sample of size n from a large population
Individuals chosen independent of one another
At least 15 failures and 15 sucesses in the sample.
In this problem, we have that:
Sample of 100 people
They are chosen at random at the market, so it means that the probability that an individual likes the new design is independent of any other individuals.
82 successes and 18 failures.
So yes, the conditions for creating a confidence interval for the population proportion have been met.
Answer: An unfavorable variance can be used to detect a drop in estimated income early, and then solutions to the challenge can be identified.
Explanation:
An unfavorable variance is the difference between a company's projected expectation and the actual outcome of a financial activity of the company, where the actual outcome is less favorable than the projected expectation.
The information from an unfavorable variance can help alert a company to a negative outcome early, and the company's leadership can then find ways of solving the cause of the negative outcome.
Answer:
i dont know sorry for dis but i dont know wat else to do
Answer:
The monthly withdrawal is $701.10
Explanation:
The monthly withdrawal can be computed with PMT formula using excel spreadsheet.
The formula is PMT(rate,nper,-pv)
The fv and type are both taken as zero.
However, the rate of 5.5 % given in the question is a yearly rate,but the requirement of the question is monthly withdrawal, hence the rate is divided by 12 months to reflect a monthly rate i.e 5.5%/12
Besides, the nper should also to be adapted to show that the withdrawal is to be made every month for 18 years, hence nper is 12*18
The computation of the pmt based on the above highlighted points is found in the attached.