ESP analysis

To determine whether a person has ESP, or extrasensory perception, fundamental can use statistical methods. My friend tail studys he has this exceptional ability of telepathy or the supposed ordinal sense. He accepts he can prove this preternatural ability of his by passing a quiz which involves tenner volunteer who sign their names on indentical card, and seal the separate in identical windbags. sorrel would then supposedly be able to distribute those same envelopes back to the volunteers, trying to mite each person with the single containing the proper signature. I, however, strongly believe that Bob does not have ESP, and that he is lying. To prove that he does not have ESP, I intend to simulate the evidence before actually conducting the test that will determine whether Bob has ESP, by simulating a test of an ordinary non-ESP-endowed person. By victimisation the random number table I conducted a trammel of 25 trials in effect to determine how many match es I would consider to be statistically significant. I picked mavin row at a time and took ten digits at a time (in order) and use each set of 10 as one trial since there be 10 objects being used in the test. I would then croak short onto other rows and do the same thing.

Since this is a good example of a non-ESP-endowed person, the chances he or she will match the envelope to the make better person be 50%. I assigned the digits from 0-9 contrary designations, and those designations are as follows: {0, 1, 2, 3, 4} are apocalyptical of a mismatch and {5, 6, 7, 8, 9} are indicative of a match. The results of those trial s are below: When looking at these trials! and the luck of matches per trial for a non-ESP-endowed person, I found out that 4% of the trials had 1 match, 20% of the trials had 3 matches, 12% of the trials had 4 matches, 24% of the trials had 5 matches, 28% of the trials had 6 matches, 4% of the trials had 7 matches, and 8% of the trials had 9 matches. So for a non-ESP-endowed person, 64% of the trials had at least(prenominal) 5 matches and...If you emergency to get a full essay, order it on our website: OrderCustomPaper.com

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