Answer:
Yes, you can be confident that the portfolio will not lose more than 30% of its value next year
Explanation:
In this question , the average return of portfolio is 12.5% and the standard deviation is 19.5%. It is estimated that there will be 30% loss next year. The confidence interval is 95%.
Range = Average return ± 2 x Standard deviation Low aid = 12.5% - (2 x19.5%) =12.5% -39% = -26.5%
High end = 12.5% +(2 x19.5%) =12.5%+39% = 51.5%
Thus, the low end is
26.5%
The range of return at 95% confidence interval is -26.5% to 51.5%
It is possible 1 may sell more than the other or may be somewhat equal I would say false because the companies have different strategies they may each do better things than the other in certain aspects. I would say False but I apologize if I am wrong
Answer:
The correct answer is:
Expenditures—2017 in the amount of $200. (C.)
Explanation:
This scenario describes a record that was less than the actual amount spent on the General Fund supplies. The amount recorded was $2,000, meanwhile the actual amount spent was $2,000. This entails that an amount worth $200 was not recorded, hence it will be debited as expenditures, but the question now is where the debit will be recorded?
This review was done in January 2017, meaning that the income statement for the 2016 Fiscal year must have been balanced, hence the amount will be an expenditure recorded in 2017, but the particulars will have a description that it was a carried over expenditure from 2016. Therefore $200 will be debited from 2017 as expenditures.
Answer:
Which is a correct statement regarding sandwich prices, based on the histogram? The distribution of sandwich prices is skewed left.
i hope this helps<3 :)
Answer: The correct answer is "d. all of the above"
Explanation: In a perfectly-competitive industry a firm have no incentive to enter or exit the industry when:
- market price is equal to minimum long-run average cost.
- each firm earns a normal return.
This happens because in perfect competition companies reach a long-term equilibrium where extraordinary benefits are eliminated.
