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In a ‘PERT’ analysis, if the probability factor is negative, the chances of completing the project in time is
  • a)
    Less than 50%
  • b)
    Fifty-fifty %
  • c)
    More than 50%
  • d)
    Zero
Correct answer is option 'A'. Can you explain this answer?
Most Upvoted Answer
In a ‘PERT’ analysis, if the probability factor is negativ...
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In a ‘PERT’ analysis, if the probability factor is negativ...

Probability factor 
Where  mean, σ = std. deviation.
  • For z = 0, P(z) = 50%
  • For z < 0, P(z) < 50%
  • For z > 0, P(z) > 50%
In this probability distribution, the curve is symmetric about mean that is

The area covered under the entire curve is 1 unit. So area covered upto a point which is less than mean will be less than 50%.
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In a ‘PERT’ analysis, if the probability factor is negative, the chances of completing the project in time isa)Less than 50%b)Fifty-fifty %c)More than 50%d)ZeroCorrect answer is option 'A'. Can you explain this answer?
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