170 Are Humans Like Random Number Generators? (Example 30) One of the authors collected data from a class to see whether humans made selections randomly, as a random number generator would. Each of 38 students had to pick an integer from one to five. The data are summarized in the table.

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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10.17 only
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10.170
10.18
AUG
5
Integer:
not both, or at least two rows and at least two columns of observed counts).
Are Humans Like Random Number Generators? (Example 30) One of the authors
collected data from a class to see whether humans made selections randomly, as a
random number generator would. Each of 38 students had to pick an integer from one to
five. The data are summarized in the table.
Times Chosen:
Chapter 10: Section Exercises
A O
One+
3
ION 10.2
Two
544
5
Aa
Three
14
Four
A true random number generator would create roughly equal numbers of all five
integers. Do a goodness-of-fit analysis to test the hypothesis that humans are not like
random number generators. Use a significance level of 0.05, and assume these data were
from a random sample of students. See page 552 for guidance.
Is the Random Number Table Really Random? We counted ones, twos, threes, fours,
and fives from a few lines of a random number table, and we should expect to get equal
W
11
Five
5
♡
Transcribed Image Text:son.com/products/adec55de-25be-4331-9403-abf9e2add3f5/pages/a60cab7763b8cba5fe4e92f6e29ba4365a134741e?location=%7B"id"%3A... om, 10.170 10.18 AUG 5 Integer: not both, or at least two rows and at least two columns of observed counts). Are Humans Like Random Number Generators? (Example 30) One of the authors collected data from a class to see whether humans made selections randomly, as a random number generator would. Each of 38 students had to pick an integer from one to five. The data are summarized in the table. Times Chosen: Chapter 10: Section Exercises A O One+ 3 ION 10.2 Two 544 5 Aa Three 14 Four A true random number generator would create roughly equal numbers of all five integers. Do a goodness-of-fit analysis to test the hypothesis that humans are not like random number generators. Use a significance level of 0.05, and assume these data were from a random sample of students. See page 552 for guidance. Is the Random Number Table Really Random? We counted ones, twos, threes, fours, and fives from a few lines of a random number table, and we should expect to get equal W 11 Five 5 ♡
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