Question

In: Statistics and Probability

As a stock analyst, your boss, Jerry, has asked you to compile some information on stock...

As a stock analyst, your boss, Jerry, has asked you to compile some information on stock of Southern Infrastructure Corporation including a 95% confidence interval for the mean daily return that he needs to include in a report to senior management. He says that he is also not sure exactly what a 95% confidence interval means and would like you to add an explanation.

You have been following the share price of Southern Infrastructure Corporation and have recorded the daily return (as a percentage) for the last 120 days. The data is presented here:

Download the data

Daily returns (%)
1.039 0.626 0.267 0.389 -0.066 1.549 0.698 1.6 0.761 -1.392 0.718 0.885
-0.154 0.894 -0.24 1.366 0.625 -0.279 0.027 0.429 0.951 1.449 1.995 1.131
2.049 2.932 1.935 -0.911 2.24 1.46 0.644 1.45 1.799 0.677 1.568 1.24
0.878 1.159 0.879 1.053 1.859 0.08 0.489 -0.756 0.325 0.125 0.335 1.483
1.517 2.525 0.739 1.147 0.354 3.04 0.512 0.485 -3.311 1.978 1.326 0.295
-0.272 1.235 0.176 1.127 1.324 2.366 0.262 1.842 -0.52 -0.335 2.027 2.639
0.713 2.337 0.141 1.385 2.316 -0.142 1.744 -0.503 -0.567 -0.446 1.176 0.122
-0.331 0.098 0.22 1.072 -0.079 0.49 0.405 0.531 2.242 -0.429 0.3 -0.81
0.551 2.201 -0.315 2.392 0.038 -0.616 1.825 3.129 -0.319 0.404 0.696 0.74
0.795 -1.872 1.128 1.58 1.531 0.182 -1.597 -1.231 0.758 1.078 -2.278 0.708

Historically, the standard deviation in daily return for this stock is 1.1%.

Complete the report to your boss. Give your numeric answers to 3 decimal places.

Sent: July 24, 2019 11:10 AM
To: Jerry Kendall
Subject: Southern Infrastructure Corp. stock info

Dear Jerry,

Here are the results gathered from the collected data:

Assuming a population standard deviation in daily return of 1.1%, the 95% confidence interval for the mean daily return is:

a) ≤ μ ≤

b)This means that

approximately 95% of sample means will be within the interval given above
using a process that gives correct results in 95% of cases, the population mean daily return is within the interval given above
the population mean daily return is definitely within the interval given above
on approximately 95% of days in a given period the stock makes a return within the interval given above

Solutions

Expert Solution

b) This means that

approximately 95% of sample means will be within the interval given above


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