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Case 1: We have a training programme designed to upgrade skills of workers, Because programme is self administered , supervisors require different number of hours for completing the programme. From previous programme we know that mean length spent on programme is 500 hours and that this is normally distributed random variable and has a standard deviation of 100 hours.
1. What is the probability that participant selected at random will require more than 500 hours to complete the programme.
2. What is the probability that a participant randomly chosen will take between 500 and 650 hours to complete the programme.
3. What is the probability that randomly chosen candidate will take more than700 hours to complete the programme.
4. What is the probability that randomly chosen candidate will require between 550 and 650 hours.
5. What is the probability that candidate randomly chosen will require fewer than 580 hours to complete the programme.
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