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We ban all bots. So I have an intro to engineering lab due for wednesday and it isn't proving to be too difficult but i'm a little stumped as to what to do for a part of this. For the second estimate, assume the distribution of measurements is a normal Gaussian distribution and calculate the fraction using the z-tables.

The recorded date is: So it asks what fraction will fit into the acceptable range based off of what is recorded. I'll start translating what I have into a Gaussian distribution to see what I can do with the second. Do you understand the concept of a confidence interval? I mean you can compute the confidence intervals by hand, too. Use of this site constitutes acceptance of our User Agreement and Privacy Policy. The Department of Industrial Engineering at a major university wants to develop an empirical model to predict the success of its undergraduate students in completing their degrees.

Is this a retrospective study or an observational study? The general steps are. Assign an integer number to each undergraduate student from the university for some period of time. The integer numbers range from, say, 1 to N. Use a computer to generate random integers in desired size n from the numbered list.

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