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1. The manager of an oil refinery must decide on the optimal mix of two possible blending processes of which the inputs and output per production run are as follows: Process 1. 2. Input (Units) Crude A 5 4 Crude B 3 5 Output (Units) Gasoline X Gasoline Y 5 4 8 4 The maximum amount available for crude A and B is 200 units and 150 units respectively. Market requirement show that at least 100 units of gasoline X and so units of gasoline Y must be produced. The profits per production run from process 1 and process 2 are Rs. 300 and Rs. 400 respectively. Solve the L.P. by simple method.

1. The manager of an oil refinery must decide on the optimal mix of two possible blending processes of which the inputs and output per production run are as follows: Process 1. 2. Input (Units) Crude A 5 4 Crude B 3 5 Output (Units) Gasoline X Gasoline Y 5 4 8 4 The maximum amount available for crude A and B is 200 units and 150 units respectively. Market requirement show that at least 100 units of gasoline X and so units of gasoline Y must be produced. The profits per production run from process 1 and process 2 are Rs. 300 and Rs. 400 respectively. Solve the L.P. by simple method.

Advanced Engineering Mathematics
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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1. The manager of an oil refinery must decide on the optimal mix of two possible blending processes of which the inputs and output per production run are as follows: Process 1. 2. Input (Units) Crude A 5 4 Crude B 3 5 Output (Units) Gasoline X 5 4 Gasoline Y 8 4 The maximum amount available for crude A and B is 200 units and 150 units respectively. Market requirement show that at least 100 units of gasoline X and so units of gasoline Y must be produced. The profits per production run from process 1 and process 2 are Rs. 300 and Rs. 400 respectively. Solve the L.P. by simple method.
Transcribed Image Text:1. The manager of an oil refinery must decide on the optimal mix of two possible blending processes of which the inputs and output per production run are as follows: Process 1. 2. Input (Units) Crude A 5 4 Crude B 3 5 Output (Units) Gasoline X 5 4 Gasoline Y 8 4 The maximum amount available for crude A and B is 200 units and 150 units respectively. Market requirement show that at least 100 units of gasoline X and so units of gasoline Y must be produced. The profits per production run from process 1 and process 2 are Rs. 300 and Rs. 400 respectively. Solve the L.P. by simple method.
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