Minimum value using linear programming method

Reference no: EM1317965

Find the constraints and find maximum or minimum value using Linear Programming Method.

A computer company makes parts A and B in each of two different plants. It costs $4000 per day to operate the first plant and $5000 per day to operate the second plant. Each day the first plant produces 100 of part A and 200 of part B, while at the second plant 250 of part A and 100 of part B are produced. How many days should each plant operate to produce 2000 of each part and keep operating costs at a minimum?

Reference no: EM1317965

Questions Cloud

Determine angles between the asymptotes of the hyperbola : Equation of the hyperbola if equations of Asymptotes are given - Determine angles between the Asymptotes of the Hyperbola.

Classification of technique related to the problem : To determine monthly rental prices of apartment units in San Francisco Bay area, samples were constructed in the following ways. Identify the technique used to produce each sample.

Simple random sampling process : Randomly select a sample of five rental agencies. Start with row two and column two. The number is 90935. Use the first two numbers starting with 90.

Overall competitiveness of corporation : How does supply chain management contribute to the overall competitiveness of the corporation? What factors have raised the strategic importance of the supply chain management function?

Minimum value using linear programming method : Determine the constraints and evaluate maximum or minimum value using Linear Programming Method - How many days should each plant operate to produce 2000 of each part and keep operating costs at a minimum?

Calculate how many children attended the play : Calculate how many children attended the play

Mean of the sampling distribution : Calculate the population mean and compare it to the mean of the sampling distribution.

Show a sketch of a region satisfying set : Show a sketch of a region satisfying set of inequalities or system of inequalities

Concern to supply management : What additional information would you require if you were in Dennis Kwok's place? What other issues related to this problem are of concern to supply management?

User Account

All Pages