This question: 1 pt 4 of 6 (3 complete) this quiz: 6 pts posse a company sells sets of kitchen knives a bask set consists of utility knives and 1 chef's knife. a regular set consists of 2 utility knives, 1 chefskrife, and 1 slicer. a deluxe set consists of utility knives, 1 chefs knife, and 1 secer. the profitis 340 on a base set, $50 on a regular set, and $70 on a deluxe set. the factory has on hand 1200 lity knives, 600 chefs knives, and 300 slicers a) if all sets will be sold how many of each type should be made up in order to maximize profit? what is the maximum profit? (b) a consultant for the company notes that more profit is made on a regular set than on a basic set, yet the result from part (a) recommends making up more basic sets than regular sets she is puzzled how this can be the best solution how would you respond? (a) find the objective function to be used to marimize profit. letx, be the number of bask sets, let x be the number of regular sets, and let xy be the number of delore sets what is the objective function? 2-0, 5070 (do not include the symbol in your answers) (a) to maximize prote, the company should make up basie set. regular sets, and deluxe sets (simplify your answers) the maximum profit is so (simplify your answer) (b) choose the correct answer below. o a the basic set requires fewer knives. so, more basic sets can be made up than regular sets. this results in higher overall profit ob. since the regular set requires more knives, it has higher production costs. this will result in less profit than the basic set o c. the overall profit is most affected by the deluxe set. the profit generated by the basic set and regular set does not significantly contribute to the overal profit. od the basic set requires fewer knives. so, fewer bas sets can be made up than regular sets. this results in higher overall profit - more cack to select your answer(s)