A craftsman produces two products: floor lamps and table lamps. Production of one floor lamp requires 70 minutes of his labor and materials that cost P210. Production of one table lamp requires 50 minutes of labor and the materials cost P 190. The craftsman wishes to work no more than 40 hours each week, and his financial resources allows him to pay no more than P 8000 for materials each week. He can sell as many lamps as he can make and his profit is P 395 per floor lamp and P 345 per table lamp.
1. Identify the variables.
2. Set up the objective function.
3. Give the constraints in mathematical expression.
4. Graph the constraints and identify the solution.
5. How many units of each product should be produced weekly in order to maximize the craftsman’s profit?
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