The dual of the Linear Programming Problem Minimize z = 4x+ 6x+ 18x3 such that x+ 3x2 ≥ 3, x+ 2x3 ≥ 5, all xi ≥ 0 is

1
Maximize z* = 3w+ 5w2 Such that w1 ≤ 4, 3 w+ w2 ≤ 6, 2w2 18, and w1, w2 ≥ 0
2
Maximize z* = 3w+ 5w2 Such that w1 ≥ 4, 3w1 + w2 ≥ 6, 2w2 ≥ 18, w1, w2 ≥ 0
3
Minimize z* = 3w+ 5w2 Such that w1 ≥ 4, 3w1 + w2 ≥ 6, 2w2 ≥ 18, w1, w2 ≥ 0
4
Maximize z* = 3w+ 5w2 Such that w1 ≤ 4,3w+ w2 ≤ 6, 2w2 ≤ 18, w1, w2 ≥ 0
5
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