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2 lbs of wicker. Product B requires cing two types of furmiture. Product and 1000 lbs of wicker. Product A earns a profit margin of $30 a unit board feet of wood and Produc is Producing two types of furniture. Product A requires 8 2000 board feet of and avalilable forres 6 board feet of wood and 6 Ibs of wicker. There ane a profit margin of $40 a unit. Formulate the problem as a linear rog 4) Susanna Nanna is the production manager for a furniture manufacturing company. The company produces tables (X) and chairs (r). Each table generates a profit of $80 and requires 3 hours of assembly time and 4 hours of finishing time. Each chair generates $50 of profit and requires 3 hours of assembly time and 2 hours of finishing time. There are 360 hours of assembly time and 240 hours of finishing time available each month. The following linear programming problem represents this situation. Maximize Subject to: 80X + 50Y 3X+3Y s 360 4x + 2Y s 240 X, Y20
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Answer #1

This problem is based on concept of linear programming :-

Sauthom:- Now of wood anraulable20oo Max 8oxSoy (0,12 0) ラShaded segion 8,00) Soluhion.= u800 6000 Op hima S で oduce 12D Chairs

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