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Consider the following project ( times given in day: table [ [ Activity , a , m , b , Predecessors ] , [

Consider the following project (times given in day:
\table[[Activity,a,m,b,Predecessors],[A,1,4,7,--],[B,2,2,2,--],[C,2,5,8,A],[D,3,4,5,A],[E,4,6,8,C,B],[F,0,0,6,C,B],[G,3,6,9,D,E]]
Find:
The network.
2.All expected activity times, variances, and slacks
3.The critical path and expected completion time
The probability the project will be done in 23 days.
5.The completion time corresponding to 95% probability.
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