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A baseball player has a .255 batting average. In other words, he gets a hit with probability 0.255 each time he comes to bat.
(a) If he comes to bat 4 times in a game, what is the probability he gets exactly 3 hits?
(b) If he comes to bat 4 times in a game, what is the expected value for the number of hits he will get?
A certain baseball player hits a home run on the average of once every 8 times at bat. Use the idea of independent trials to answer the following questions.
(a) If he bats 5 times in a game, what is the probability he will hit exactly one home run?
(b) If he comes to bat 5 times, what is the probability he will hit at least one home run?
(c) If he comes to bat 5 times in a game, what is the expected value for the number of home runs he will hit?
In his classic article "The Individual and Organization - Some Problems of Mutual Adjustment," Chris Argyris argues that organizations work against the motivations of healthy, fully-functioning adults.
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Would any of the firms in industry X ever shut down in the short run? If so, what is the shut-down price required for firms to operate?
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Assume you had to visit two fast food restaurants that produce hamburgers. Being that you do not eat fast food this is kind of hard for you to do and was wondering if you could get some help.
disgruntled employee scenarioa small fire begins just outside the data center setting off the alarm system. by the time
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