Question: Here is a network with the activity times shown in days: B(3) D(5) F(4) A(7) 102 G(5)) C(4) E(2) a. Find the critical path. A-B-D-E-G

Here is a network with the activity times shown

Here is a network with the activity times shown in days: B(3) D(5) F(4) A(7) 102 G(5)) C(4) E(2) a. Find the critical path. A-B-D-E-G A-C-D-E-G A-C-D-F-G A-B-D-F-G The following table shows the normal times and the crash times, along with the associated costs for each activity. ACTIVITY A B D E F G NORMAL TIME CRASH TIME NORMAL COST 7 6 $7,000 3 5,000 4 3 9,000 5 4 3,000 2 1 2,000 4 2 4,000 5 4 5,000 CRASH COST $ 8,000 7,000 10,200 4,500 3,000 7,000 8,000 b-1. If the project is to be shortened by four days, which activities, in order of reduction, would be shortened? OC, F (or E), D (or E) A, F, D (or E) A, C, D (or F), F (or D) E, A b-2. Find the resulting cost to crash. X Answer is complete but not entirely correct. Resulting cost to crash $ 39,700 X

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