My employee seems to leave work anytime between 5PM and 6PM, uniformly.
a) What is the probability he will still be at work at 5:50PM?
b) What is the probability he will still be at work at 5:50PM every day this week (M–F)?
c) What did you assume to calculate b?
Answer:
Given,
a = 5 PM
b = 6 PM
now consider,
difference = b - a
= 6 - 5
= 1 hour
= 60 minutes
x = 5:50 PM
x - a = 5:50 - 5 PM
= 50 minutes
a)
P(work at 5:50PM) = (x - a) / (b - a)
= 50/60
= 5/6
= 0.8333
b)
Required probability = (0.8333)^5
= 0.4018
c)
Here the probability of working time is independent from day of week.
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