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Sears rates its salespersons according to their sales ability and their potential for advancement. They sampled 500 salespeople with following data: Potential for Advancement Fair Good Excellent below Average 16 12 22 Average 45 60 45 Above Average 93 72 135 (a) Calculate the probability that a randomly selected Sear's salesperson has above average sales ability and is an excellent potential for advancement? (b) Calculate the probability that a randomly selected Sear's salesperson will have average sales ability and good potential for advancement? (c) Calculate the probability that a randomly selected Sear's salesperson will have below average sales ability and fair potential for advancement? (d) Calculate the probability that a randomly selected Sear's salesperson will have an excellent potential for advancement given they also have above average sales ability? (e) Calculate the probability that a randomly selected Sear's salesperson will have an excellent potential for advancement given they also have average sales ability?
A student is taking two courses, History and Math. The probability that the student will pass the history course is .60, and the probability of passing the math class is .70. The p
what is keynesian model
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However, these results should be approached with due caution. The limitations and problems associated with VAR modelling have been outlined in this paper, therefore these observati
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Assume the residents of an economy spend all of their income on cauliflower, broccoli and carrots. In 2003 they buy100 heads of cauliflowers for Rs. 200; 50 bunch of broccoli f
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