Implementasi linier programming modelling untuk maksimasi profit penjualan produk seblak pada UD. XYZ di Aceh Barat

Ridha, Arrazy Elba, Syahputri, Ulfa, Satria, Habib, Adib, Adib, Hanggara, Fuad Dwi ORCID: https://orcid.org/0000-0002-9018-0249, Syahputra, Rizki Agam and Akmal, Abdiel Khaleil (2023) Implementasi linier programming modelling untuk maksimasi profit penjualan produk seblak pada UD. XYZ di Aceh Barat. Jurnal Optimalisasi, 9 (2). pp. 166-172. ISSN 2502-0501

[img]
Preview
Text
15929.pdf - Published Version
Available under License Creative Commons Attribution Non-commercial.

Download (591kB) | Preview

Abstract

Seblak is a food that has seen an increase in demand in recent years, and is a promising culinary business that can be run with a small capital. UD. XYZ is a seblak business that started selling seblak in early 2022 in West Aceh and wants to maximize the profits from its seblak sales. One method that can do this is Linear Programming, which can determine decision-making that can group limited materials or resources to achieve an optimal or best solution. From UD. XYZ's weekly sales data, it can be transformed into a mathematical model that helps to find the maximum function of the profit from seblak sales. The linear programming calculation process in this study uses the Lingo 18.0 software to solve linear programming problems, which will be continued with the linear graph visualization of the objective function with the MATLAB software. The results of the study show that the maximum profit that will be obtained by UD. XYZ in one week is Rp. 420,000/week, this profit is already categorized as net profit that can be used for the development of UD. XYZ's seblak business. Of the three variables X1 (seblak noodles and crackers), X2 (seblak eggs), and X3 (seblak chicken/feet), variables X1 and X2 have the potential to increase maximum profit if increased. In this study, the objective point is also on the point axis (X1=0, X2=0, and X3 = 175).

Item Type: Journal Article
Keywords: mathematical modelling; linier programming modelling; model 3d; Lingo; maksimasi
Subjects: 01 MATHEMATICAL SCIENCES > 0102 Applied Mathematics > 010206 Operations Research
01 MATHEMATICAL SCIENCES > 0104 Statistics > 010406 Stochastic Analysis and Modelling
Divisions: Faculty of Technology > Department of Architecture
Depositing User: Fuad Dwi Hanggara
Date Deposited: 23 Oct 2023 09:41

Downloads

Downloads per month over past year

Origin of downloads

Actions (login required)

View Item View Item