Transportation Algorithm Complete the following problem. Consider the following example. The following LP model represents the Transportation Model at Bozarth Co: Minimize z = 5x11 + 10x12 + 7x13 + 8x14 + 12x15 + 14x21 + 15x22 + 16x23+ 9x24 + 11x25 + 9x31 + 20x32 + 10x33 + 12x34 + 13X35 + 15x41 + 14x42 + 16x43 + 8x44 +9x45 Subject to: X11 + x12 + x13 + x14 + x15 = 18 X21 + X22 + X23 + x24 + X25 = 13 X31 + x32 + x33 + X34 + X3s 17 X41 + x42 + x43 + x44 + x45 = 12 X11 + x21 + X31 + x41 = 15 X12 + X22 + x32 + x42 = 12 X13 + x23 + x33 + x43 = 12 X14 + X24 + X34 + X44 = 10 X15 + x2 + x35 + x45 = 11 . . . . Xij 20 The value of Oi is O 6 None of the answers. 2 O 4 8 Is the resulting Transportation Matrix "Optimal" ? O No, since there are still reduced costs 0. Yes, since all reduced costs are 0. None of the answers. The 2nd closed loop consists of cells * None of the answers. X31, X11, X12, X22, X24, X44 X31, X11, X12, X22, X24, X34 X13, X11, X12, X22, X24, X34 X11, X15, X12, X22, X24, X34 The transportation cost resulting from the 2nd iteration is: $536 $320 $563 $202 None of the answers. The Minimum Transportation Cost resulting from the Optimal Matrix, equals $718 O None of the answers. $817 $345 $543