scholarly journals Optimasi Pendapatan Pembuatan Spanduk dan Baliho Menggunakan Metode Simpleks (Studi Kasus: Usaha Percetakan Shiau Printing)

2020 ◽  
Vol 7 (2) ◽  
pp. 278
Author(s):  
Matheus Supriyanto Rumetna ◽  
Otniel Otniel ◽  
Friendly Litaay ◽  
Carlie Sibarani ◽  
Ruben Tahrin ◽  
...  

Shiau Printing is one of the businesses engaged in printing. This business often experiences production optimization problems, namely in terms of determining the maximum profit from the two types of products produced, namely banners and billboards. Constraints faced in the form of limited production resources, such as flexi materials. This problem can be solved by implementing linear programming using the simplex method and then testing it using the POM-QM application for Windows. Based on the results of calculations that have been made, a decision was drawn that the Shiau Printing could obtain a maximum income of IDR 15,000,000 -, / month.

Liquidity ◽  
2018 ◽  
Vol 2 (1) ◽  
pp. 59-65 ◽  
Author(s):  
Yanti Budiasih

The purpose of this study are to (1) determine the combination of inputs used in producing products such as beef sausages and veal sausage meatball; and (2) determine the optimal combination whether the product can provide the maximum profit. In order to determine the combination of inputs and maximum benefits can be used linear programming with graphical and simplex method. The valuation result shows that the optimal input combination would give a profit of Rp. 1.115 million per day.


2019 ◽  
Author(s):  
Mahadi Hasan ◽  
Nour Mohammed Chowdhury ◽  
Md. Mahmudul Alam

Business always tries to find ways to improve its competitiveness and gain maximum profit. Organizations easily determine the maximum production and profit level through the simplex method in linear programming. This paper examined the profit maximization point for dining chair and sofa manufacturing by Navana Furniture Company, Bangladesh through simplex method in linear programming and graphical method. The findings showed that Navana Furniture Company can improve its profit by 4.03% for dining chair and sofa manufacturing cases if it follows the new profit maximizing point that is determined by this study. The findings of the paper will be helpful for the company management, shareholders as well as other companies to improve their performance.


2021 ◽  
Vol 10 (8) ◽  
pp. 759
Author(s):  
I Putu Pujanam Surya Buana ◽  
Ni Ketut Purnawati

Production planning is series of activities to determine a production strategy to meet consumer demand. An optimal production resulting in maximum profit. The purpose of this study is to determine the optimal production combination at UD. Serayu in Pejaten Village, Kerambitan District, Tabanan Regency. This study uses linear programming analysis and analysis of calculating business net income. Based on the results of linear programming analysis using POMQM for Windows, the company's optimal production combination are 30,000 units, Terracotta Bricks 4,536 units, Pressed Roof Tile 24,600 units and Bubungan (roof) 20,400 units. The net profit generated for one month is Rp. 71,208,038.02 while the net profit generated by producing the optimal number of product combinations is Rp. 75,849,726.02. Linear programming analysis helps companies determine the optimal production combination for limited resources and analysis of net profit helps to compare operating profits before and after the optimal production combination. Keywords: production optimization, linear programming, maximum profit


2017 ◽  
Vol 7 (2) ◽  
pp. 84-98
Author(s):  
Budiyanto Budiyanto ◽  
Sigit Mujiharjo ◽  
Siti Umroh

Bunda Bakery is currently produce 19 various bread products weekly with using certain amout of various materials, and utilizing machine and labours.  However,  the optimal product and potencial profit of the bread production had not been determined. The Objective of the studywere  toevaluate and optimize the bread production and its potencial profit.   Simplex method,one of the techniques used in linear programming,was utilized  to find the optimal valuethat involves many variables in the study. Previous record of each kind bread products were  used to optimize  various bread had to be produced and the potential profit to be gained    Machine and labor utilization were further employed to use up the weekly raw material  for optimizing the total bread product can be produced and the potential profits to be gained.  The results indicate that before optimization, available raw matrials can beused to produce 676 unit products  with potencial profit of 1,663,914 IDR in one week production.Optimization of raw materials could produce 697 unit products with potencial profit of 1,943,489 IDR in the same period of production.  In addition, further optimization of production resources (material,  labor and machine utilization) to used up the whole weekly materials, with additional selected materials, Bunda bakery could produce 1050 unit products with potencial profit of 2,286,049 IDR in one week production.


2015 ◽  
Vol 62 (2) ◽  
pp. 119-125
Author(s):  
Shapla Shirin ◽  
Kamrunnahar

In this paper application of optimization problem has been introduced which belong to fuzzy environment. An attempt has been taken to find out a suitable option in order to obtain the optimum solutions of optimization problems in fuzzy environment. Optimum solutions of the proposed optimization problem computed by using three methods, such as Bellman-Zadeh’s method, Zimmerman’s Method, and Fuzzy Version of Simplex method, are compared to each other. In support of that the three algorithms of the above three methods have been reviewed. However, the main objective of this paper is to focus on the appropriate method and how to achieve good enough or optimum solution of linear programming using triangular fuzzy numbers with equal widths because of complex and undefined situations in our daily life. DOI: http://dx.doi.org/10.3329/dujs.v62i2.21976 Dhaka Univ. J. Sci. 62(2): 119-125, 2014 (July)


Author(s):  
Rezky Hidayat

The In the current era of globalization, the economic situation in Indonesia is indeed very concerning. With these conditions, many micro businesses, especially home industry businesses, have to struggle to continue carrying out product activities so that their production businesses develop. CV.Indoshoten is a small-scale company producing four main products, namely onigiri salmon flake, spicy tuna onigiri, salmon mayo onigiri and tuna mayonnaise onigiri. To maintain the continuity and development of production, steps are needed to be able to allocate raw materials and increase profits. Therefore we need an effort to use a method in determining the right combination of use of the production factors of the products made and the combination of the products produced using the linear programming model of maximization problems with the simplex method and for analysis using the solver method. The results of this study that the salmon-filled onigiri product will get a maximum profit of Rp.875,000 if the company produces 125 pieces of salmon flake onigiri and 25 pieces of salmon mayo while the tuna-filled onigiri product will get a maximum profit of Rp.626,692 if the company produces spicy tuna onigiri. 40 pcs and 107 pcs of tuna mayo. If a company has a lot of inputs that must be used for the production process and the main purpose of obtaining profits that can be used is the simplex method, whereas if the user wants to analyze variable changes so that profits remain optimal then use the solver method.


2020 ◽  
Vol 13 (3) ◽  
pp. 341-353
Author(s):  
Raimundus Ivan Naisoko ◽  
Christien C Foenay ◽  
Antonio E L Nyoko

The purpose of this study is to analyze the determination of production volume to maximize profits.This research is a quantitative research. Data analysis techniques are Forecasting and LinearProgramming (Simplex Method). The result of analysis concluded that the production volume usingLinear Programming simplex method obtained in 2019 should produce as many as 405,792,000molten chocolate bread per year and by 2020 should produce as many as 4,107,480 molten chocolatebread per year for earning maximum profit. Meanwhile, the Forecasting result is to produce 4 typesof bread as many as 6,308,240 breads in 2019 and 6,365,560 breads in 2020. In terms of profitoptimization then calculation using Linear Programming is better however considering the marketingaspect where consumers require a variety of bread flavors then calculation using forecasting method ismore recommended. Keywords: Forecasting, Linear Programming, Optimization, Volume Production


Liquidity ◽  
2018 ◽  
Vol 2 (2) ◽  
pp. 144-150
Author(s):  
Mela Rizqie Aulia ◽  
Dewaguna Negara Putra ◽  
Sari Murniati ◽  
Mustahiroh Mustahiroh ◽  
Debby Octavia ◽  
...  

The purpose of this study are to (1) to determine the number of allocation of those materials which is required for the maximum profit; and (2) to determine how many Rope and Rubber Sandals that must be sold to achieve the maximum profit by the industry. In order to determine the combination of inputs and maximum profits can be used linear programming with graphical and simplex method. The valuation result shows. The industry will take maximum profit from the Rope Sandals Rp. 26.436.000 if the company produces as much as 2203 pairs of sandals per month.


Author(s):  
Willem Talakua ◽  
Eygner Gerald Talakua

The purpose of this study is to study the maximization of business profits through the determination of the optimal use of production factors in the trawl ring business in Latuhalat. Observations and direct interviews based on questionnaires were carried out on 3 fishermen who owned trawl ring businesses in 3 hamlets in Latuhalat. Data were analyzed using business profit analysis methods and linear programming analysis. The results showed that: 1). The optimal use of production factors for trawling by the respondents in Latuhalat is 41 - 45 trips in June using 15.2 - 21.1 liters of gasoline, 280.9 - 304.4 liters of gasoline, 10.1 - 21 , 2 liters of oil, using labor as much as 15-17 people for 8 hours / day, and using transportation and FAD services as much as 351.3 - 360 HOK or 8 hours per day; and 2). The maximum profit that can be obtained from trawling rings by respondents in Latuhalat is Rp. 165,545,500 - up to Rp. 184,800,000, - in June. To achieve this maximum profit, respondents need to produce 25,270.3 kg of fish to 27,540.98 kg in June.


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