3. The following data were collected in an observational study in a semiconductor manufacturing plant. In this plant, the finished semiconductor is wire bonded to a frame. The reported variable is the pull-strength (a measure of the amount of force required to break the bond). I 9.95, 24.45, 31.75, 35.00, 25.02, 16.86, 14.38, 9.60, 24.35, 27.50, 17.08, 37.00, 41.95, 11.66, 21.65, 17.89, 69.00, 10.30, 34.93, 46.59, 44.88, 54.12, 56.63, 22.13, 21.15 a. Construct the relative cumulative frequency distribution table. b. Plot the histogram, polygon, and ogive. c. Calculate the measures of central tendencies. d. Calculate the variance, coefficient of skewness and kurtosis and give its physical meaning. e. Find Q3, D4, and P8.
3. The following data were collected in an observational study in a semiconductor manufacturing plant. In this plant, the finished semiconductor is wire bonded to a frame. The reported variable is the pull-strength (a measure of the amount of force required to break the bond). I 9.95, 24.45, 31.75, 35.00, 25.02, 16.86, 14.38, 9.60, 24.35, 27.50, 17.08, 37.00, 41.95, 11.66, 21.65, 17.89, 69.00, 10.30, 34.93, 46.59, 44.88, 54.12, 56.63, 22.13, 21.15 a. Construct the relative cumulative frequency distribution table. b. Plot the histogram, polygon, and ogive. c. Calculate the measures of central tendencies. d. Calculate the variance, coefficient of skewness and kurtosis and give its physical meaning. e. Find Q3, D4, and P8.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:3. The following data were collected in an observational study in a semiconductor manufacturing
plant. In this plant, the finished semiconductor is wire bonded to a frame. The reported variable is
the pull-strength (a measure of the amount of force required to break the bond).
9.95, 24.45, 31.75, 35.00, 25.02, 16.86, 14.38, 9.60, 24.35, 27.50, 17.08, 37.00, 41.95, 11.66,
21.65, 17.89, 69.00, 10.30, 34.93, 46.59, 44.88, 54.12, 56.63, 22.13, 21.15
a. Construct the relative cumulative frequency distribution table.
b. Plot the histogram, polygon, and ogive.
c.
Calculate the measures of central tendencies.
d. Calculate the variance, coefficient of skewness and kurtosis and give its physical meaning.
e.
Find Q3, D4, and P8.
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