question attached

A large book publisher has five manuscripts that must be edited as soon as possible. Five editors are available for doing the work, however their working times on the various manuscripts will differ based on their backgrounds and interests. The publisher wants to use an assignment method to determine who does what manuscript. Estimates of editing times (in hours) for each manuscript by each editor is: A large book publisher has five manuscripts that must be edited as soon as possible. Five editors are available for doing the work, however their working times on the various manuscripts will differ based on their backgrounds and interests. The publisher wants to use an assignment method to determine who does what manuscript. Estimates of editing times in hours) for each manuscript by each editor is Editor Manuscript A B D E 1 12 8 10 16 13 2 9 10 14 13 9 3 17 14 9 18 12 4 15 7 11 9 18 5 12 18 22 11 27 IN ve - In the above-mentioned problem, the objective function is O a Min z = - , where : editing time (in hrs) for manuscript i Ob. Min : - there 2: editing time in hrs) for editor , Oc. Mim 2 . , where Fus: editing time (in hrs) for editior to handle manuscript i ; i Od. Min = - 1, where tij: editing time in hrs) for editior ; to handle manuscript i 25 none of the above