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MaxProfitCalc

Using linear programming techniques, MaxProfitCalc calculates the maximum profit solution for shipping products located in three separate locations to five customers with different profit margins for each location/customer combination

Using linear programming techniques, MaxProfitCalc calculates the maximum profit solution for shipping products located in three separate locations to five customers with different profit margins for each location/customer combination

MaxProfitCalc

by Global Business Strategies, Inc.
MaxProfitCalc
MaxProfitCalc
MaxProfitCalc

What is it about?

Using linear programming techniques, MaxProfitCalc calculates the maximum profit solution for shipping products located in three separate locations to five customers with different profit margins for each location/customer combination. Profit margins for customers are entered in the system along with customer demand and available product supply. In addition to quickly calculating the maximum profit and quantities matrix, MaxProfitCalc provides the first iteration of the North West Corner method along with the Least Cost Cell method for comparative purposes. Five detailed iterations are available to show the steps required to achieve the maximum profit solution. An example problem and solution are included to assist with understanding system operation.

MaxProfitCalc

App Details

Version
1.7
Rating
NA
Size
2Mb
Genre
Business Finance
Last updated
April 20, 2021
Release date
November 20, 2017
More info

App Screenshots

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App Store Description

Using linear programming techniques, MaxProfitCalc calculates the maximum profit solution for shipping products located in three separate locations to five customers with different profit margins for each location/customer combination. Profit margins for customers are entered in the system along with customer demand and available product supply. In addition to quickly calculating the maximum profit and quantities matrix, MaxProfitCalc provides the first iteration of the North West Corner method along with the Least Cost Cell method for comparative purposes. Five detailed iterations are available to show the steps required to achieve the maximum profit solution. An example problem and solution are included to assist with understanding system operation.

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