Determine the least-cost schedule for the network constructed in Question 28 using simple compression. Show the logical steps in the compression table provided below with precedence network diagrams to reduce

Overhead costs = $300/day

Activity A B D Normal Duration 6 15 12 11 Crash Duration 4 5 6 3 Normal Cost ($) 1,500 4,000 3,400 4,000 Crash Cost ($) 1,700 4,500 4,000 5,200 Compression / Crashing Activity A Duration Slope 1 N 3 4 5 6 7 A B D Days Cut Project Duration Additional Cost/Day Direct Cost Overhead Cost Total Cost Activity A B D Normal Duration 6 15 12 11 Crash Duration 4 5 6 3 Normal Cost ($) 1,500 4,000 3,400 4,000 Crash Cost ($) 1,700 4,500 4,000 5,200 Compression / Crashing Activity A Duration Slope 1 N 3 4 5 6 7 A B D Days Cut Project Duration Additional Cost/Day Direct Cost Overhead Cost Total Cost