Posted: September 17th, 2017
ENGR 2080 Statistics Research Project
You will choose a Statistics topic from the material that you learned this semester and write a report about your topic. You will conduct research on the background of the topic and include an example of how the statistical approach is used in modern Engineering.
Projects Due: August 15, 2015:
– Research projects are to be at least 5 pages including images and excluding the Literature Cited
– Paper Format: 12 Times font, single spaced, 1 in. margins
• Introduction: (˜ 1/2 page)
o Briefly describe the reason that you chose this topic
o Briefly describe the importance of this statistical approach
• Background: (˜ 1 page)
o Describe the statistics topic
o Explain who invented the approach
o Give a historic background on how this technique came about
• Importance in Statistics: (˜ 1-2 page)
o Describe why this topic is important to statistics
o Explain in which areas of our society this approach is important
• Importance in Modern Engineering: (˜ 1-2 page)
o Describe why this topic is important to engineering in today’s world
o Explain in which areas of engineering this approach is most important
• Example of Statistical Technique: (1/2 page)
o Make up a real world example problem of your choosing and analyze the solution to this problem using the statistical approach that you chose. It would be best for you to use Excel for this, but you are welcome to use any software you like.
o Briefly describe what the importance is of the solution to your example problem.
• Literature Cited:
o At least 3 sources
o Example Reference:  A.B. Smith, C.D. Jones, and E.F. Roberts, “Article Title”, Journal, Publisher, Location, Date, pp. 1-10.
NOTE: Here are some good sites for statistical data:
[You are welcome to use this Final Report Template]
Importance in Statistics:
Importance in Modern Engineering:
Example of Statistical Technique:
 A.B. Smith, C.D. Jones, and E.F. Roberts, “Article Title”, Journal, Publisher, Location, Date, pp. 1-10.
Figure 1: Histogram of Wind Speed versus Probability Density including a Wiebull Distribution Curve Fit
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