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ra1l [238]
3 years ago
13

You observe a portfolio for five years and determine that its average return is 11.3​% and the standard deviation of its returns

in 19.7​%. Would a​ 30% loss next year be outside the​ 95% confidence interval for this​ portfolio?
Business
1 answer:
4vir4ik [10]3 years ago
7 0

Answer:

-28.1%

Explanation:

Calculation for what would a​ 30% loss next year be outside the​ 95% confidence interval for the​ portfolio

The standard deviation of 95% confident will be 2

The first step is to find the Upper tail using this formula

Upper tail= Average return percentage +(Standard deviation of 95% confident *Standard deviation of its returns)

Let plug in the formula

Upper tail=0.113+(2*0.197)

Upper tail =0.113+0.394

Upper tail=0.507*100

Upper tail =50.7%

Second step is to find the Lower tail using this formula

Lower tail=Average return percentage -(Standard deviation of 95% confident *Standard deviation of its returns)

Let plug in the formula

Upper tail=0.113-(2*0.197)

Upper tail =0.113-0.394

Upper tail=-0.281*100

Upper tail =28.1%

Based on the above calculation the lower tail was -28.1% which means that it wouldn't in any way loss more than the 30% of it value next year outside the​ 95% confidence interval for the portfolio

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What is aggregate demand? You can gain or 100 points on this Place the following items in order of the magnitude of the effect o
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Answer:

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Prices of tech stocks rising will lead to more people buying these stocks thereby increasing the investment portion of AD and having a significant effect on its increase.

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2 years ago
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3 0
3 years ago
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Answer:

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Explanation:

Total depreciation expense is given by:

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So for the first year in which the truck is used 12,500 miles, the depreciation expense will be

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Question answered.

Note:

\frac{Depreciable \,Cost}{Units \,in \,Useful \,Life}{=Per-Unit\,Depreciation}

{Per-Unit\,Depreciation \times \,Units \,During \,Year = Annual \,Depreciation \,Expense

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