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just olya [345]
3 years ago
9

If returns of​ S&P 500 stocks are normally​ distributed, what range of returns would you expect to see​ 95% of the​ time? Ba

se your answer on the information below. Small Stocks ​S&P 500 Corporate Bonds ​T-Bills Average Return 18.83​% 11.44​% 6.81​% 3.84​% Standard Deviation of returns 38.81​% 20.07​% 6.69​% 3.25​%
Business
1 answer:
kumpel [21]3 years ago
4 0

Answer: Between -28.7% and 51.58%

Explanation:

95% of the time would mean a 95% interval which would mean that it is between -2 and +2 standard deviation as it is Normally distributed.

We can therefore use the following formula to find the confidence interval,

= Average return + (2 * standard deviation) and,

= Average - return (2 * standard deviation)

= 11.44% + (2*20.07%)

= 0.5158

= 51.58%

and

= 11.44% - (2*20.07%)

= -0.287

= -28.7%

Between -28.7% and 51.58% is the range of returns expected to be seen​ 95% of the​ time.

If you need any clarification please feel free to react or comment.

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Answer:

slow growth in buyer demand, weakly differentiated products among rival sellers.

Explanation:

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1. Barriers to entry.

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Answer:

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3 years ago
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<h3>What is FDA?</h3>

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It is the duty of the investigator to report any form of adverse events to the sponsor and the investigator must have carryout thorough investigation  and supervise the investigation personally before reporting to the sponsor.

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4 0
2 years ago
b. Now suppose instead that housing credits are withdrawn gradually at a rate of $500 for each $1,000 that someone is earning ab
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Answer: $0

Explanation:

Layla qualifies for $8,000 in housing credits.

These are withdrawn at $500 for every $1,000 she earns above the wage limit of $26,500

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= $42,500

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= $16,000

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3 years ago
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Answer:

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