c$.(5$ points$)$ Step $3$: The project sponsor is still unsatisfied with the delivery date. He asks the project manager to reallocate the resources and eliminate any slack or float. The project manager successfully complies and eliminates all slacks or floats and shortens the overall project duration. $($But now every path is a critical path.$)$ Now, how does that change the probability that the project will be late? $($Hint: I do not expect you to calculate the probability of being late. Please do not try to solve the math here; it is very complicated. Answer the question qualitatively.$)$c$.(5$ points$)$ Step $3$: The project sponsor is still unsatisfied with the delivery date. He asks

the project manager to reallocate the resources and eliminate any slack or float. The

project manager successfully complies and eliminates all slacks or floats and shortens

the overall project duration. $($But now every path is a critical path.$)$ Now, how does that

change the probability that the project will be late? $($Hint: I do not expect you to

calculate the probability of being late. Please do not try to solve the math here; it is

very complicated. Answer the question qualitatively.$)$

A: