Mathematics, 16.07.2021 06:20 justloveyuki9667
g You go to Amazon (Links to an external site.) to purchase a copy of Eugenie Grandet by Honore de Balzac. Amazon offers you 714 online choices (new, used, various vendors). But Amazon also recommends that you consider buying a copy of Hedda Gabler by Henrik Ibsen or Madame Bovary by Gustave Flaubert. How did they decide on these suggestions? The answer is that Amazon has a matrix (like an Excel pivot table) that keeps track of the frequency of copurchased items (e. g., books, music, DVDs) for web shoppers. Probabilities derived from the cells in this contingency table are used to recommend products that are likely to be of interest to you, assuming that you are "like" other buyers. While such predictions of your behavior are only probabilistic, even a modest chance of landing extra sales can make a difference in bottom-line profit. There are even more sophisticated logic engines that can track your web clicks. Is this an invasion of your privacy? Does it bother you to think that you may be predictable? Interestingly, many consumers don't seem to mind, and actually find value in this kind of statistical information system. Based on the example given above, how conditional probability, decision tree, and Bayes theorem will you apply in your business decision making process? Discuss.
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Mathematics, 21.06.2019 21:30, kalieghcook
If t17 = 3 (t5) in an arithmetic progression, find t1 in terms of d.
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Mathematics, 21.06.2019 21:50, spookymod8967
What is the 17th term in the arithmetic sequence in which a6 is 101 and a9 is 83
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g You go to Amazon (Links to an external site.) to purchase a copy of Eugenie Grandet by Honore de B...
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