Math, asked by junaid1680, 1 month ago

A company has 3operational departments (weaving, processing and packing) with capacity to produce three different types of clothes namely suiting’s, shirting’s and woolens yielding a profit of 2, 4 & 3 per metre respectively. One metre of suiting requires 3minutes in weaving, 2
minutes in processing and 1 minute in packing. Similarly one metre of shirting requires 4 minutes in weaving, 1 minute in processing and 3
minutes in packing. One metre of woollen requires 3 minutes in each department. In a week, total run time of each department is 60, 40 & 80
hours for weaving, processing and packing respectively. Formulate linear programming problem to find the product mix to maximize the profit.

Answers

Answered by sarishti13052
0

Answer:

ans 4800

Step-by-step explanation:

A company has 3operational departments (weaving, processing and packing) with capacity to produce three different types of clothes namely suiting’s, shirting’s and woolens yielding a profit of 2, 4 & 3 per metre respectively. One metre of suiting requires 3minutes in weaving, 2

minutes in processing and 1 minute in packing. Similarly one metre of shirting requires 4 minutes in weaving, 1 minute in processing and 3

minutes in packing. One metre of woollen requires 3 minutes in each department. In a week, total run time of each department is 60, 40 & 80

hours for weaving, processing and packing respectively. Formulate linear programming problem to find the product mix to maximize the profit.

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