company owns two flour mills, A and B, which have different production capacities for high, medium and low grade flour. This company has entered into a contract to supply flour to a firm every week with 12, 8 and 24 quintals of high, medium and low grade respectively. It costs the company Rs.1000 and Rs.800 per day to run mill A and B respectively. On a day, mill A produces 6, 2 and 4 quintals of high, medium and low grade flour respectively; mill B produces 2, 2 and 12 quintals of high, medium and low grade flour respectively. How many days per week should each mill be operated in order to meet the contract order most economically? Solve using graphical method.
company owns two flour mills, A and B, which have different production capacities for high, medium and low grade flour. This company has entered into a contract to supply flour to a firm every week with 12, 8 and 24 quintals of high, medium and low grade respectively. It costs the company Rs.1000 and Rs.800 per day to run mill A and B respectively. On a day, mill A produces 6, 2 and 4 quintals of high, medium and low grade flour respectively; mill B produces 2, 2 and 12 quintals of high, medium and low grade flour respectively. How many days per week should each mill be operated in order to meet the contract order most economically? Solve using graphical method.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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A company owns two flour mills, A and B, which have different
production capacities for high, medium and low grade flour. This
company has entered into a contract to supply flour to a firm every
week with 12, 8 and 24 quintals of high, medium and low grade
respectively. It costs the company Rs.1000 and Rs.800 per day to
run mill A and B respectively. On a day, mill A produces 6, 2 and 4
quintals of high, medium and low grade flour respectively; mill B
produces 2, 2 and 12 quintals of high, medium and low grade flour
respectively. How many days per week should each mill be
operated in order to meet the contract order most economically?
Solve using graphical method.
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