Model p1 (x) = 1/1+exp(6-2x) Model p2 (x) = 1/1+exp(2-x) Hours # students # passed 2....

 

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Model p1 (x) = 1/1+exp(6-2x) Model p2 (x) = 1/1+exp(2-x) Hours # students # passed 2. 7 4 11 7 11 Answer all questions with results from both models: 1) Probability that 3 out of 7 students pass after 2 hours of studying 2) Probability that 7 out of 11 students pass after 4 hours of studying 3) Probability that 9 out of 11 students pass after 5 hours of studying Model p1 (x) = 1/1+exp(6-2x) Model p2 (x) = 1/1+exp(2-x) Hours # students # passed 2. 7 4 11 7 11 Answer all questions with results from both models: 1) Probability that 3 out of 7 students pass after 2 hours of studying 2) Probability that 7 out of 11 students pass after 4 hours of studying 3) Probability that 9 out of 11 students pass after 5 hours of studying

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The given probability distribution is of exponential one Firstly in order to check whether both mode... View the full answer