By C. Trullemans
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26, the bar going from 30 to 35 contains cases for which 30 speed < 35. Changing the width of the bars in your histogram can sometimes change your impression of the shape of the distribution. 26. It shows a more symmetric, bell-shaped distribution, and there appears to be one peak rather than two. There is no “right answer” to the question of which bar width is best, just as there is no rule that tells a photographer when to use a zoom lens for a close-up. Different versions of a picture bring out different features.
If your distribution is uniform (rectangular), it’s often enough simply to tell the range of the set of values and the approximate frequency with which each value occurs. • If your distribution is normal (bell-shaped), you can give a good summary with the mean and the standard deviation. The mean lies at the center of the distribution, and the standard deviation (SD) is the horizontal distance from the center to the points of inflection, where the curvature changes. To estimate the SD, find the distance on either side of the mean that defines the interval enclosing about 68% of the cases.
3. 17 gives the results 18 selected. of a simulation with 600 repetitions for the c. 16 shows the results of a average age of five of these workers chosen computer simulation of 200 repetitions for layoff at random. Each dot represents conducted according to the rules given the average of five ages, rounded down to a in part b. Where would your result from whole number. part b be placed on this dot plot? 17 Results of 600 repetitions: the distribution of the average age of five randomly chosen workers.
Algorithmics for Vlsi by C. Trullemans