Metode Newton-Jarratt Dan Kekonvergenannya Untuk Menyelesaikan Persamaan Nonl…

ABSTRACT This final project discusses the Newton-Jarratt’s method to solve nonlinear equations. Analytically by using Taylor expansion and geometric series the proposed Newton-Jarratt’s method have an fifth order of convergence with efficiency index 1.495. Numerical computations of several examples with some other discussed methods show that the proposed method in general has the small…

Metode Dm-Ap2 Untuk Menyelesaikan Masalah Penugasan Tidak Seimbang

ABSTRACT This final project aims to optimize the assignment of unbalanced workloads with multiple job assignments using the Dhouib-Matrix-AP2 method. Unbalanced assignment issues often occur in various fields, leading to workload imbalances and decreased productivity. The Dhouib-Matrix-AP2 method combines the Dhouib matrix and the AP2 linear programming algorithm to find optimal solutions…

Metode Dm-Ap1 Untuk Menyelesaikan Masalah Penugasan Fuzzy

ABSTRACT This final project aims to find an optimal solution for the assignment problem using the DM-AP1 method. This final project utilizes trapezoidal fuzzy data involving 7 workers (W) and 7 tasks (J), with Microsoft Excel employed as the data processing tool. The Dhouib-Matrix-AP1 (DM-AP1) method is used to solve the problem of assigning workers by considering interrelationship and mi…

Cadangan Full Preliminary Term Pada Asuransi Jiwa Dwiguna Dengan Distribusinl…

ABSTRACT This nal project discusses full preliminary term reserve of endowment life insurance for single insurance participant who are x years old using log-logistik and logistik distribution. The parameters in the log-logistik and logistik distribution were estimated using maximum likelihood then to obtain results you can use a numerical solution by using software RStudio. The solution o…

Analisis Penjadwalan Proyek Menggunakan Critical Path Method Dan Program Eval…

ABSTRACT This final project discusses the scheduling analysis of a project using the cri- tical path method (CPM) and the program evaluation and review technique (PERT) to find the project’s critical path so that the overall project time can be determined. This problem aims to optimize the completion time of a pro- ject and minimize delays that cause project planning to be inconsistent w…

Menyelesaikan Masalah Travelling Salesman Pada Bilangan Interval Dengan Tekni…

ABSTRACT This discuss an the problem of travelling salesman on interval number with elements in the from of octagonal fuzzy number. This discussion aims to nd the optimal route solution for a school bus trip taking into account the cost of travel time. The process of solving the travelling salesman problem begins with changing the cost interval number into an octagonal fuzzy number using …

Perbandingan Model Eoq Dan Mmsl Dalam Pengendalian Persediaan

ABSTRACT This final project discusses the comparison of the EOQ model and the MMSL model in inventory systems. The research method used is the comparative analysis with a quantitative approach. The research results show that the EOQ model has an optimal level of cost efficiency compared to the MMSL model. This study contributes to understanding the comparison of the two models in inventor…

Penerapan Pendekatan Pendidikan Matematika Realistik Melalui Model Pembelajar…

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0505164595

Penerapan Strategi Sqrqcq Dalam Tatanan Kooperatif Struktural Tsos Untuk Meni…

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0311382

Penerapan Pembelajaran Kooperatif Pendekatan Struktural Nht Dan Tsos Untuk Me…

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0405111149

Hasil Belajar Matematika Siswa Di Kelas Iii Sd Negeri 035 Sekip Hilir Kecamat…

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0505164627

Penerapan Strategi Sqrqcq Dalam Tatanan Kooperatif Tipe Stad Untuk Meningkatk…

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0405164315

Penerapan Strategi Pembelajaran Berbasis Masalah Untuk Meningkatkan Hasil Bel…

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0505164584

Metode Iterasi Optimal Orde Empat Menggunakan Metode Jarratt Dan Fungsi Pembo…

ABSTRACT This final project discusses the new iterative method using weight function and Jarratt’s method for solving nonlinear equation. The convergence analysis using Taylor expansion and geometric series show that the proposed method has a fourth order convergence with efficiency index is 1.587. The numerical comparisons of the method to some other fourth order methods using several examp…

Beberapa Pengembangan Mixtilinear Incircle Pada Trisektor Sudut Suatu Segitiga

ABSTRACT This nal project discusses the development of the mixtilinear incircle on the triangular trisector of a triangle. The development carried out is to show the relationship formed between the radii of the mixtilinear incircle which can be constructed from the triangles on the trisector of angle 4ABC. Each triangle is formed by three dierent mixtilinear incircles. The relationship b…

Penggunaan Ceker Dalam Pembelajaran Kooperatif Tipe St Ad Untuk Meningkatkan …

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0314508

Penerapan Model Pembelajaran Kooperatif Tipe .Jigsaw Untuk Meningkatkan Hasil…

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0605166636

Perbandingan Beberapa Modifikasi Metode Iterasi Newton Dengan Rata-Rata Untuk…

ABSTRACT This final project discusses three comparisons of new iteration methods, Arithmetic Newton, Harmonic Newton, and Geometric Newton, to solve nonlinear equations. The process of forming these methods uses the equation of the tangent line approximated by arithmetic mean to produce the Arithmetic Newton method, and the harmonic mean for the Harmonic Newton method, and the geometric m…

Perbandingan Beberapa Modifikasi Metode Iterasi Newton Untuk Mencari Solusi P…

ABSTRACT This nal project discusses the comparison of three new iterative methods, the trapezoidal Newton method, the midpoint Newton method, and the modied midpoint Newton method, for solving nonlinear equations. The process of de- veloping these three methods involves using tangent line equations formed by integrals and approximated using the trapezoidal rule and midpoint. Conver- gen…

Modifikasi Metode Hungarian Pada Masalah Penugasan Tidak Seimbang Dengan Mult…

ABSTRACT This final project discusses the assignment problems. The assignment problem is then solved with the Hungarian method and modified Hungarian method for unbalanced cases with more officers than machines. Solving the unbalanced as- signment problem uses the Hungarian method and modified Hungarian method by is carried out reducing the rows and columns in the matrix until a single zer…