Answer:
Complete information
Explanation:
A limiting pricing can be described as a strategy that is employed by an incumbent to prevent entry by maintaining a price lower than the monopoly price.
In situation whereby there is completion information, it will be more difficult for an incumbent to successfully engage in limit pricing because knowledge about the incumbent, the market, product, and others is available to others.
Answer:
$36 billion
Explanation:
The computation is shown below:
For this question, we use the income approach for calculation the wages i.e shown below:
GDP = Interest payments + profits + rent + wages
$65 billion = $15 billion + $7 billion + $7 billion + wages
$65 million = $29 billion + wages
So, the wages would be
= $65 billion - $29 billion
= $36 billion
Answer:
Net income year 2 = $21,300
Explanation:
I looked for the missing information and found this:
Year Depreciation overstated Prepaid expense omitted
1 $2,500 $2,000
2 $4,000 $2,700
If your question doesn't include the same values, just adjust the answer.
Year 2's net income = net income (year 2) + overstated depreciation (year 2) + omitted prepaid expenses (year 1) - omitted prepaid expenses (year 2) = $18,000 + $4,000 + $2,000 - $2,700 = $21,300
Answer: (2823, 3417)
Explanation:
The confidence interval for the population mean is given by :-
, where E is the margin of error.
Formula for Margin of error :-
Given : Significance level : 
Sample size = 20
Critical value : 
Margin of error : 
Now, the 95% confidence interval for the population mean will be :-
Answer:
expected return is 18%
volatility of the portfolio 13.23
%
Explanation:
Your Investment: $ 10,000
Invest $ 20,000 in Google, Google's expected return is 15 %
Sell $ 10,000 worth of Yahoo! Yahoo! Yahoo!'s expected return is 12 %
=> The weight of your portfolio is 2 for the Google stock, and -1 for the Yahoo stock. The negative sign for the Yahoo stock indicates a short position in the stock. The expected return is the weighted average of the returns on the two stocks:
- 2 * 15% + (-1) * 12% = 18%
The volatility of the portfolio is:
= 13.23
%
