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Given: In a network the critical path is determined by six activities B, D, F, K, S, and T. The standard deviation (0) values
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Pange-1 tovestiam] [solution hivem that Network of critical Path followed by critical activity B, D, F,K,S and T. Standard dePage 2 We have to find probability to compecte the project [TR= 12 daya) = ? ? (Network Activity 7 3 D K 5 T A e vert Here alStandard Wormal variate Z TR-TE -X-4 Ocop Scop P(2) Probability of a sol P(2) Plx.de Ocie - pr 12-15 los P(2) P(-2) P(-2) mea-4. ; 12(7) = P(-2)] = ? 6 meang Area between 2-ox to 2: -2 4 Area between 2=0 to 7= 2 adea [ocz_2] 0.4772 since, This currePage 5 P[-2] = PT-224-2] = P(-3250) P(-232 Lo) P(-2) P(-ac24-2) = Area (A3) > 0.5 0.4772 Probability (2=-* -2) = 0.02.28 Ans

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