4.A PC COMPANY COMPANY MAKES 10$ ON EACH MODEL OF A AND 40$ ON EACH MODEL OF B.EACH P REQUIRES THE FOLLOWING TIME ON CLEANING AND PACKAGING AS SHOWN BELOW. A REQUIREMENT B REQUIREMENT TIME AVAILABLE PACKEGING CLEANING 2 6 A.STATE THE OBJECTIVE FUNCTION AND THE CONSTRAINTS B.SOLVE BY GRAPHICS. 4 3 10 12

A busness is aunchng a new product. The aunch wil require a number of related actvties as follows  hre (7 weeks) select an advertising agency (2 weeks), plan an advertising campaign wth the agency (4 weeks),products from the manufacturer (13 weeks) select distributors for the product (9 weeks), take initial orders fromoperation (12 weeks), pack enough products for the launch stock (8 weeks), order the launch quantty ofthe distrbutors (3 weeks), dispatch the initial orders to the distrbutors (2 weeks). (a) What is the earest timeconduct the advertsing campaign (10 weeks), design the packaging of the product (4 weeks), set up packinga sales manager (5 weeks), requre the sales manager to recruit saes peope (4 weeks), tran the sales people that the new product can be ntroduced to the market? (b) If the company hre traned salesmen who do notneed further training, coud the product be introduced 7 weeks earler? (c) How long could one delay selectngthe advertising agency? In the example above,…

SHORT ANSWER - Linear programming model (Management Science)

Answer the following questions using the output below please be brief. If there are two possibleanswers one will suffice. Where necessary a range analysis must be shown.(hint;convert to minutes)    g) Suppose that the profit contribution of component 3 decrease by $2.00 . Would theoptimal solution change?h) Is the problem degenerate? Explain! i) Are there alternative optima in this problem?

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Minimize z= 5.15x1+ 4.5x2 + 4.36x3 (hundreds of dollars) s.t: ?x1 + ?x2 + ?x3 > 140 ?x1 + ?x2 + ?x3 s 200 (production capacity: hours) (warehouse capacity; hundreds of sq. ft.) ?x1+?x2 = 5 (demand for 6 oz. giasses; hundreds of cases) x1, x2, x3 20 4.5X2 -1.25 Basis Св 5X1 4.36X3 S1 S2 a3 RHS -0.75 10.7 X3 1. 4.36 -0.13 11.25 1.25 -2.5 11.5 S2 0.1 X1 5.15 C-Z How much is it worth an extra hour added to b1 on the optimal solution?

27) Ali has a restaurant where the customers use a different number of disposable cups each day he is open. Every 30 days, Ali places an order to replenish his cup inventory. It takes 3 days for the order to arrive, at which point it brings the inventory level up to 4000 cups. It costs Ali $30 to have the order processed. Select all statements that apply to Ali's situation: Group of answer choices a) Ali uses a Continuous Inventory System b) d is constant c) Ali uses a Periodic Inventory System d) Ali uses a Fixed-Order-Quantity Inventory System e) Maximum Inventory Level is constant

Q1) A retail. Store stocks two types of shirts A and B. These are packed in attractive cardboard boxes. During a week the store can sell a maximum of 400 shirts of type A and a maximum of 300 shirts of type B. The storage capacity, however, is limited to a maximum of 600 of both types combined. Type A shirt fetches a profit of SR 2/- per unit and type B a profit of SR. 5/- per unit. (b) Find the optimal solution (How many of each type) that store should stock per week to maximize the total profit. Use Graphical Method.

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Don't use excel shortcut solve manually by Simplex LPP method