Utilization of linear programming in optimizing profits of Burger Trader Streets in Medan City, Indonesia

Suvriadi Panggabean, Lasker P. Sinaga, Zainal Azis, Tua Halomoan Harahap

Abstract


Linear programming is one of the mathematical methods that can be used in determining the allocation of a limited resource to achieve a certain goal. The purpose of this research is to optimize the revenue gain from selling burgers by determining the maximum number of sales of each available variant. This research is quantitative research conducted by interview method. The research subject used was one of the street burger vendors in the city of Medan. The objects in this study were 3 types of burger variants, namely meat + egg burger, egg + nugget burger, and 2 meat + egg + nuggets burgers. Based on the results of linear programming analysis of the number of sales of each burger variant, the maximum profit formula is . In order to obtain optimal profit, the seller must be able to sell 20 portions of meat + egg burgers (), 5 portions of egg + nugget burgers (), and 5 portions of 2 meat + egg + nuggets (). Thus, the maximum profit or optimal profit obtained is 270K.  

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References


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DOI: https://doi.org/10.24114/jmns.v2i2.41017

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