Excel Z-Score Assignment

Excel Z-Score Assignment

Using Excel to Calculate Normal Distribution Areas, Z Scores, and Normal Quantile Plot

In this week’s lesson, we will be learning how to use Excel to calculate normal distribution areas, z scores, and normal quantile plot.

Resources to consult: See the videos marked 6-1, 6-5  Triola Stats Excel Videos

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Excel Z-Score Assignment

 

Assignment

Part 1

View the video and complete the following steps on a blank Excel worksheet.  6-1 Using Excel to Find Normal Distribution Areas [03:05]

In cell A1, find the probability that the z score is less than 1.27 when the mean is 0 and the standard deviation is 1.

Save the completed worksheet as  W5_6-1_Normal.xls

Part 2

Excel Z-Score Assignment

View the video and complete the following steps on a blank Excel worksheet.  6-1 Using Excel for Finding a z Score From a Known Area [03:03]

In cell A1, find a z score corresponding to the 95 percentile when the mean is 0 and the standard deviation is 1.

Save the completed worksheet as  W5_6-1_ZScore.xls

Submission

You are to submit the following files in the assignment dropbox:

·  W5_6-1_Normal.xls

·  W5_6-1_ZScore.xls

  1. How do you calculate the probability for a z-score of 1.27 in Excel?,

  2. What function do you use in Excel to find a z-score from a percentile?,

  3. What value is returned for the 95th percentile z-score?,

  4. How do you label and save your Excel worksheets?,

  5. What files need to be submitted?

General Comprehensive Answers:

1. Calculating Probability for z = 1.27 in Excel:
In Part 1, open a blank Excel worksheet.
In cell A1, enter the following formula:

excel
=NORM.DIST(1.27, 0, 1, TRUE)

This function calculates the cumulative probability that a z-score is less than 1.27 when the mean is 0 and standard deviation is 1.

  • The result will be approximately 0.8980, or 89.80%.

2. Finding a z-Score for the 95th Percentile in Excel:
In Part 2, open another blank Excel worksheet.
In cell A1, enter the formula:

excel
=NORM.INV(0.95, 0, 1)

This calculates the z-score that corresponds to the 95th percentile.

  • The result will be approximately 1.6449.

3. File Naming and Saving Instructions:

  • Save Part 1 as W5_6-1_Normal.xls

  • Save Part 2 as W5_6-1_ZScore.xls

4. Files to Submit:
Upload both files into the assignment dropbox:

  • W5_6-1_Normal.xls

  • W5_6-1_ZScore.xls

  • Excel Z-Score Assignment