According to The World Bank, only 9% of the population of Uganda had access to electricity as of 2009. Suppose we randomly sample 196 people in Uganda. Let X = the number of people who have access to electricity. (a) What is the probability distribution for X? X ~ P(0.09) O X~ B(0.09, 196) O X ~ B(196, 0.09) O X~ G(196) O X~ G(0.09) (b) Using the formulas, calculate the mean and standard deviation of X. (Enter your mean to two decimal places and round your standard deviation to four decimal places.) mean people standard deviation реople (c) Use your calculator to find the probability that 15 people in the sample have access to electricity. (Round your answer to four decimal places.)
According to The World Bank, only 9% of the population of Uganda had access to electricity as of 2009. Suppose we randomly sample 196 people in Uganda. Let X = the number of people who have access to electricity. (a) What is the probability distribution for X? X ~ P(0.09) O X~ B(0.09, 196) O X ~ B(196, 0.09) O X~ G(196) O X~ G(0.09) (b) Using the formulas, calculate the mean and standard deviation of X. (Enter your mean to two decimal places and round your standard deviation to four decimal places.) mean people standard deviation реople (c) Use your calculator to find the probability that 15 people in the sample have access to electricity. (Round your answer to four decimal places.)
Chapter8: Sequences, Series,and Probability
Section8.7: Probability
Problem 11ECP: A manufacturer has determined that a machine averages one faulty unit for every 500 it produces....
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