Screen tension A manufacturer of high-resolution video terminals must control the tension on the mesh of fine wires that lies behind the surface the viewing screen. Too much tension tears the mesh, and too little allo wrinkles. The tension is measured by an electrical device with output readings in millivolts (mV). Here are the tension readings from a rando sample of 20 screens from a single day's production: 269.5 297.0 269.6 283.3 304.8 280.4 233.5 257.4 317.5 327
Screen tension A manufacturer of high-resolution video terminals must control the tension on the mesh of fine wires that lies behind the surface the viewing screen. Too much tension tears the mesh, and too little allo wrinkles. The tension is measured by an electrical device with output readings in millivolts (mV). Here are the tension readings from a rando sample of 20 screens from a single day's production: 269.5 297.0 269.6 283.3 304.8 280.4 233.5 257.4 317.5 327
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:6.
Screen tension A manufacturer of high-resolution video terminals must
control the tension on the mesh of fine wires that lies behind the surface of
the viewing screen. Too much tension tears the mesh, and too little allows
wrinkles. The tension is measured by an electrical device with output
readings in millivolts (mV). Here are the tension readings from a random
sample of 20 screens from a single day's production:
269.5 297.0 269.6 283.3 304.8 280.4 233.5 257.4 317.5 327.4
264.7 307.7 310.0 343.3 328.1 342.6 338.8 340.1 374.6 336.1
The sample mean for these data is
X
The dotplot shows the distribution of the sample mean tension readings for
300 random samples of size 20 taken with replacement from the original
sample.
280
306.32 mV.
Ilmu..
T
285 290 295 300 305 310 315 320 325
Simulated sample mean tension reading
Distribution of simulated mean
# samples
300
mean
306.673
SD
7.734
(a) Use the results of the simulation to approximate the margin of error for the
estimate of the mean tension reading for screens produced this day.
(b) Interpret the margin of error.
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