Question: table [ [ Activity List,Preceding Activity,Duration ] , [ A , BLANK, 6 ] , [ B , BLANK, 5 ] , [ C

\table[[Activity List,Preceding Activity,Duration],[A,BLANK,6],[B,BLANK,5],[C,B,2],[D,C,2],[E,A, D,2],[F,D,1],[G,A, D,6],[H,E,5],[I,G, H,6],[J,I,2],[K,G,4],[L,J, K,3],[M,F, L,1]]Draw the project network: Construct a project network diagram, utilizing dummy activities where necessary to accurately represent the project's dependencies.
Identify the critical path: Determine the critical path within your network diagram. This is the longest path from the start node to the end node and dictates the minimum project completion time.
 \table[[Activity List,Preceding Activity,Duration],[A,BLANK,6],[B,BLANK,5],[C,B,2],[D,C,2],[E,A, D,2],[F,D,1],[G,A, D,6],[H,E,5],[I,G, H,6],[J,I,2],[K,G,4],[L,J, K,3],[M,F, L,1]]Draw the project network:

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