Question: Given the following information for an AOA network: Immediate table [ [ Activity , Duration ( days ) , Predecessor ( s ) ]

Given the following information for an AOA network:
Immediate
\table[[Activity,Duration (days),Predecessor(s)],[A,4,None],[B,2,A],[C,7,None],[D,4,A],[E,5,B,C,D]]
How many dummy arc(s) is (are) there in this AOA network?
Keep your own AOA graph.
Select one:
a. four dummy arcs
b. one dummy arc
c. no dummy arc
d. three dummy arcs
e. two dummy arcs
 Given the following information for an AOA network: Immediate \table[[Activity,Duration (days),Predecessor(s)],[A,4,None],[B,2,A],[C,7,None],[D,4,A],[E,5,B,C,D]]

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