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international telephone Overseas phone cell The time it takes an operator to place an normally distributed with a and a standard is mean of 55 seconds deviation of 10 seconds. a.) What is the probability that my call go through in less than 70 minute? 3) What is the probability that in more than 50 seconds ? I will Use the necessary normal table. to answer the above. get et through What is the probability that i will have to wait between 40 to 80 Seconds? F(-1.5) = 0·0668, F(0.5) = 0.6915, F(2.5)= 0.9938 will values Note F(2) = P(2 ≤2) = The standard normal probabilities

international telephone Overseas phone cell The time it takes an operator to place an normally distributed with a and a standard is mean of 55 seconds deviation of 10 seconds. a.) What is the probability that my call go through in less than 70 minute? 3) What is the probability that in more than 50 seconds ? I will Use the necessary normal table. to answer the above. get et through What is the probability that i will have to wait between 40 to 80 Seconds? F(-1.5) = 0·0668, F(0.5) = 0.6915, F(2.5)= 0.9938 will values Note F(2) = P(2 ≤2) = The standard normal probabilities

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Ou-6 The time it takes operator to place an normally distributed with a and a standard an international telephone Overseas phone cell a.) What is the is mean of 55 seconds deviation of 10 seconds. probability that my go through in less than 70 call minute? 3) What is the probability that I will 50 seconds ? in more than Use the necessary normal stable. to answer the above c) What is the probability that i will have to wait between 40 to 80 seconds? will get through values F(-1.5)= 0.0668, F/0.5) = 0.6915, F (2.5)= 0.9938 Note - F(2) = P(2≤2) = The standard normal probabilities
Transcribed Image Text:Ou-6 The time it takes operator to place an normally distributed with a and a standard an international telephone Overseas phone cell a.) What is the is mean of 55 seconds deviation of 10 seconds. probability that my go through in less than 70 call minute? 3) What is the probability that I will 50 seconds ? in more than Use the necessary normal stable. to answer the above c) What is the probability that i will have to wait between 40 to 80 seconds? will get through values F(-1.5)= 0.0668, F/0.5) = 0.6915, F (2.5)= 0.9938 Note - F(2) = P(2≤2) = The standard normal probabilities
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