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Example 11. Three type of shaping tools are produced I, Activity II and Activity III. The duration in hours required to produce one be tools in each of these activities are given in the following tables along with the selling prices each batch of tools and the minimum number of hours availahle each machine per week. factory using Acivit Processing time (hrs.) per batch in Activity I Selling Price batch (Rs) (Rs) per bach Cost per Total type Activity II Activity III 8 1 7 75 110 2 5 60 90 R 4 3 3 75 130 Max, hours. 35 40 50 Formulate this problem as an LP model so as to maximise the total profit.

Example 11. Three type of shaping tools are produced I, Activity II and Activity III. The duration in hours required to produce one be tools in each of these activities are given in the following tables along with the selling prices each batch of tools and the minimum number of hours availahle each machine per week. factory using Acivit Processing time (hrs.) per batch in Activity I Selling Price batch (Rs) (Rs) per bach Cost per Total type Activity II Activity III 8 1 7 75 110 2 5 60 90 R 4 3 3 75 130 Max, hours. 35 40 50 Formulate this problem as an LP model so as to maximise the total profit.

Linear Algebra: A Modern Introduction
Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter4: Eigenvalues And Eigenvectors
Section4.6: Applications And The Perron-frobenius Theorem
Problem 22EQ
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Example 11. Three type of shaping tools are produced in a factory using Act I, Activity II and Activity III. The duration in hours required to produce one bat tools in each of these activities are given in the following tables along with the cre selling prices each batch of tools and the minimum number of hours availahle each machine per week. Cost per Selling Price batch (Rs) (Rs) per bath Total Processing time (hrs.) per batch in type Activity I Activity II Activity III 8. 1 7 75 110 Q 2 5 60 90 R 4 3 3 75 130 Max, hours. 35 40 50 Formulate this problem as an LP model so as to maximise the total profit. CS Scanned with CamScanner
Transcribed Image Text:Example 11. Three type of shaping tools are produced in a factory using Act I, Activity II and Activity III. The duration in hours required to produce one bat tools in each of these activities are given in the following tables along with the cre selling prices each batch of tools and the minimum number of hours availahle each machine per week. Cost per Selling Price batch (Rs) (Rs) per bath Total Processing time (hrs.) per batch in type Activity I Activity II Activity III 8. 1 7 75 110 Q 2 5 60 90 R 4 3 3 75 130 Max, hours. 35 40 50 Formulate this problem as an LP model so as to maximise the total profit. CS Scanned with CamScanner
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