($ 4 58 ) Zeta + ($5 64 ) Beta = Total contribution margin 5Zeta + 10 Beta = $10 .22 3 ( $4 58 Zeta + 2($5 64 ) Beta = Total contribution margin 3Zeta + 5 Beta = $10 .22 5 ($4 58 ) Zeta + 5 ($5 . 64 ) Beta = Total contribution marginThe Random Company manufactures two products, Zeta and Beta. Each product must pass through two processing operations. All materials are introduced at the start of process 1. There are no workinprocess inventories. Random may produce either one product exclusively or various combinations of both products subject to the following constraints: Hours required to produce one unit of Process 1 Process 2 ContributionrMargin per UnIt Zeta 3 hours 2 hours $458 Beta 5 hours 5 hours 35-64 Total capacity in hours per day 5000 hours 1000 hours A shortage of technical labor has limited Beta production to 6700 units per day. There are no constraints on the production of Zeta other than the hour constraints in the above schedule. Assume that all relationships between capacity and production are linear, and that all of the above data and relationships are deterministic rather than probabilistic. What is the objective function of the data presented