K
ks2008
Refer the problem and the solution below. Here is my question.
Problem:
You are given the following information about a specific task’
duration:
Most Optimistic = 8 days
Most Pessimistic = One month
Expected = 3 weeks
Using the formula for Estimated Duration, how many days can you expec
the task to take? (It’s not the Expected Duration!)
Solution:
Before you began, you should have changed the Most Pessimistic time t
20 days and the Expected time to 15 days. When working a mathematica
equation such as this, it’s imperative to use the same units of tim
(that is, you never mix months with days in the same equation). Tha
being said, because Estimated Duration = (Optimistic + Pessimistic
(4*Expected))/6, plugging in the numbers offers the following for th
Estimated Duration:
= ((8 + 20 + (15*4))/6
= ((28 + (15*4))/6
= (28 + 60)/6
= 88/6
= 14.67 day
How can you assume 20 is the # of working days for a month ?Most Pessimistic = One month
Problem:
You are given the following information about a specific task’
duration:
Most Optimistic = 8 days
Most Pessimistic = One month
Expected = 3 weeks
Using the formula for Estimated Duration, how many days can you expec
the task to take? (It’s not the Expected Duration!)
Solution:
Before you began, you should have changed the Most Pessimistic time t
20 days and the Expected time to 15 days. When working a mathematica
equation such as this, it’s imperative to use the same units of tim
(that is, you never mix months with days in the same equation). Tha
being said, because Estimated Duration = (Optimistic + Pessimistic
(4*Expected))/6, plugging in the numbers offers the following for th
Estimated Duration:
= ((8 + 20 + (15*4))/6
= ((28 + (15*4))/6
= (28 + 60)/6
= 88/6
= 14.67 day