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Ditemukan 2020 dari pencarian Anda melalui kata kunci: subject="MATEMATIKA"
Hal. Awal Sebelumnya 61 62 63 64 65 Berikutnya Hal. Akhir
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Model Predator-Prey Dengan Tingkat Pemanenan Terhadap Predator
Komentar Bagikan
DILLA MULYA SARI/ 1703121867

This final project discusses about the predator-prey model with harvesting rate on predator. This model also use Holling II function. The model has three equilibrium points in which they are unstable. Simulation of the model is carried out to interpret the relationship between predator and prey . This is a review of Triharyuni and Aisyah [IOP Conference Series: Earth and Enviromental Scien…

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ISBN/ISSN
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Deskripsi Fisik
xii, 33 hlm.: ill.: 29 cm
Judul Seri
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No. Panggil
03 03. 121 (0058)
Ketersediaan1
Tambahkan ke dalam keranjang
Unduh MARCSitasi
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Bilangan Pristine
Komentar Bagikan
YUNI MELINA/ 1703110652

This nal project discusses the pristine numbers. Pristine numbers can be determined by recursive divisors function. Using the recursive rule method in recursive divisor function, then it can be determined the pristine numbers form. A number is pristine if a(n) = n where a(n) recursive divisors function of n. The result of pristine numbers form are 2c; 2cq; 2cqr; 2cq2; 2cqrs; 2cq2r. This is…

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ISBN/ISSN
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Deskripsi Fisik
xi, 36 hlm.: ill.: 29 cm
Judul Seri
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No. Panggil
03 03. 121 (0057)
Ketersediaan1
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Unduh MARCSitasi
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Pengembangan Lema Haruki Pada Elips
Komentar Bagikan
NURUL ANDAYANI UTAMI/ 1603110768

This final project discusses the constancy of Haruki’s entry on the ellipse. Given two nonintersecting chords AB and CD on the ellipse and a point P on the arc AB remote from points C and D, let E and F be the intersections of chords PC,AB and PD,AB respectively. The value of AE · BF/EF does not depend on the position of P. The proof is presented by geometric transformations, using the …

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ISBN/ISSN
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Deskripsi Fisik
xii, 40 hlm.: ill.: 29 cm
Judul Seri
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No. Panggil
03 03. 121 (0056)
Ketersediaan1
Tambahkan ke dalam keranjang
Unduh MARCSitasi
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Model Penyebaran Mers-Cov Dengan Konsentrasi Dipeptidyl Peptidase 4
Komentar Bagikan
DEWI ASTRIANI/ 1403112232

This final project discusses the MERS-CoV Spread Model with a concentration of Dipeptidyl Peptidase 4 (DPP4). This model uses a system of nonlinear differential equations with four compartments, namely virus-free cells, virusinfected cells, free virus and DPP4. The observed model consists of two equilibrium points, namely the free point and the infected equilibrium point. The stability ana…

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ISBN/ISSN
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Deskripsi Fisik
xiii, 39 hlm.: ill.: 29 cm
Judul Seri
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No. Panggil
03 03. 121 (0044)
Ketersediaan1
Tambahkan ke dalam keranjang
Unduh MARCSitasi
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Pengembangan Perangkat Pembelajaran Matematika Berbasis Problem Based Learnin…
Komentar Bagikan
Eka Lorenza Purba / 1705111016

The purpose of this research is produce mathematics learning devices in the form of syllabus, lesson plans and LAS based on Problem Based Learning to facilitate mathematical problem solving ability that met the valid and practical requirements for comparative material class VII. This research is development research method using a 4D ( define, design, develop, desseminate stages). The main rese…

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Deskripsi Fisik
x, 129 hlm.: ill.: 29 cm
Judul Seri
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No. Panggil
05 06. 121 (0048)
Ketersediaan1
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Unduh MARCSitasi
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Penerapan Model Problem Based Learning (PBL) Untuk Meningkatkan Hasil Belajar…
Komentar Bagikan
Sariati Ika Darma / 1405111999

This research is motivated by the low mathematics learning outcomes of students because students have difficulty understanding mathematical concepts and students are less active in the learning process. So we need a learning model that can help students learn and can stimulate students to understand concepts to complete mathematics, one of which is the application of the Problem Based Learning …

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Deskripsi Fisik
vi, 301 hlm.: ill.: 29 cm
Judul Seri
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No. Panggil
05 06. 121 (0047)
Ketersediaan1
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Unduh MARCSitasi
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Pengembangan Perangkat Pembelajaran Dengan Model Pembelajaran Berbasis Masala…
Komentar Bagikan
Sarafina Rezki / 1505111263

This research is a research and development aims to produce a syllabus, lesson plans (RPP), and student worksheets (LKPD) with a problem based learning model to facilitate mathematical problem solving ability for Senior High School grade X on the material Three Variables Linear Equation System. This research and development uses 4-D development model. The instrument used in the research was val…

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ISBN/ISSN
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Deskripsi Fisik
vii, 139 hlm.: ill.: 29 cm
Judul Seri
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No. Panggil
05 06. 121 (0046)
Ketersediaan1
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Unduh MARCSitasi
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Pengembangan Perangkat Pembelajaran Berbasis Model Problem Based Learning Pad…
Komentar Bagikan
Khoirian Sawilda / 1605110464

One of the main focuses of mathematics learning objectives is that students master mathematical problem solving skills (KPMM), but it is known that KPMM of students is still quite low and teacher learning tools cannot be said to facilitate this ability. This research is intended to produce learning tools consisting of syllabus, lesson plans and LKPD based on Problem Based Learning to facilitate…

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ISBN/ISSN
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Deskripsi Fisik
ix, 155 hlm.: ill.: 29 cm
Judul Seri
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No. Panggil
05 06. 121 (0045)
Ketersediaan1
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Unduh MARCSitasi
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Pengembangan Perangkat Pembelajaran Berbasis Model Problem Based Learning Pad…
Komentar Bagikan
Seprianti / 1605122621

This research is a development research which is motivated by the low mathematical problem-solving ability of student. This research aims to produce a mathematical learning device based on problem based learning to facilitate nineth-grade student of SMP/MTs mathematical problem solving ability of valid and practical on transformation material. The development model used is the 4-D model which c…

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ISBN/ISSN
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Deskripsi Fisik
ix, 184 hlm.: ill.: 29 cm
Judul Seri
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No. Panggil
05 06. 121 (0044)
Ketersediaan1
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Unduh MARCSitasi
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Metode Sederhana Untuk Menyelesaikan Masalah Travelling Salesman Fungsi Objek…
Komentar Bagikan
RHIVA PERMATA/ 1703110782

This nal project discusses the solution of travelling salesman problem with multiple objective functions in the form of triangular fuzzy. Triangular fuzzy numbers are converted into paramaters. Moreover the fuzzy numbers in the form of parameters are converted into the form of a convex combination. Optimal solution of the single objective function travelling salesman problem provides the …

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ISBN/ISSN
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Deskripsi Fisik
xiii, 43 hlm.: ill.: 29 cm
Judul Seri
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No. Panggil
03 03. 121 (0055)
Ketersediaan1
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Unduh MARCSitasi
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Hubungan Bo-Aljabar Dengan Bg-Aljabar, Grup Abelian, Dan B-Aljabar
Komentar Bagikan
DENI HERIANTO/ 1703121903

This nal project discusses the properties of BO-algebra and the relation of BO-algebra with BG-algebra, Abelian group, and B-algebra. Their relationship is proven by showing that the properties of BO-algebra, BG-algebra, Abelian group, and B-algebra are interrelated. Keywords: BO-algebra, BG-algebra, Abelian group, B-algebra

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ISBN/ISSN
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Deskripsi Fisik
xi, 32 hlm.: ill.: 29 cm
Judul Seri
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No. Panggil
03 03. 121 (0054)
Ketersediaan1
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Unduh MARCSitasi
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Nilai Maximum Sustaina Ble Yield Pada Model Predator Prey Dengan Fungsi Holli…
Komentar Bagikan
ALEK SUMARDI/ 1703122044

This final project discusses the Maximum Sustainable Yield (MSY) value in predator prey model with Holling type II function. In this model there are four equilibrium points in which two of them are stable. Simulations on the model are carried out to describe the dynamics of the two populations. Based on result of analysis and simulations, the MSY value can be achieved when the harvesting e…

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ISBN/ISSN
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Deskripsi Fisik
xii, 33 hlm.: ill.: 29 cm
Judul Seri
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No. Panggil
03 03. 121 (0053)
Ketersediaan1
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Unduh MARCSitasi
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Kekonvergenan Metode Iterasi Mirip Sor Dalam Menyelesaikan Persamaan Nilai Mu…
Komentar Bagikan
DINI ISNAINI/ 1703110825

This final project discusses an iterative method of SOR-like to solve an absolute value equation. Some new conditions for the convergence of the method are given, which are different from the result obtained by Ke and Ma. Numerical experiments show that the SOR-like iteration method can be used as an alternative method to solve the absolute value equation. Keywords: Iterative method, SOR-l…

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ISBN/ISSN
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Deskripsi Fisik
xiv, 36 hlm.: ill.: 29 cm
Judul Seri
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No. Panggil
03 03. 121 (0052)
Ketersediaan1
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Unduh MARCSitasi
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Metode Newton-Obadah-Newton Untuk Menyelesaikan Persamaan Nonlinear
Komentar Bagikan
PUTRI KHAIRUNISA/ 1703113515

This final project discusses Newton-Obadah-Newton’s (NON) method for solving a nonlinear equation. The convergence analysis shows that NON’s method has an eighth-order convergence. As for the end discussion, a numerical comparison of NON’s method and other methods with the same order convergence have been observed which conclude that NON’s method can be used as an alternative metho…

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Deskripsi Fisik
xii, 45 hlm.: ill.: 29 cm
Judul Seri
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No. Panggil
03 03. 121 (0051)
Ketersediaan1
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Unduh MARCSitasi
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Model Eoq Memuat Kerusakan Dan Kekurangan Barang Dengan Permintaan Linear Dan…
Komentar Bagikan
MELATI SUCI LESTARI/ 1603122129

This final project discusses the problem of solving supply by considering a product that has a limited shelf life called deterioration. This study also considers the existence of product deficiencies and partial backlogging during the market demand process. Market demand is assumed to be a function of the ramp where the demand for products initially increases a few moments then stabilizes a…

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Deskripsi Fisik
x, 49 hlm.: ill.: 29 cm
Judul Seri
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No. Panggil
03 03. 121 (0049)
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Unduh MARCSitasi
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Penjumlahan Reciprocal Dari Hasil Perkalian Bilangan Fibonacci Dan Bilangan L…
Komentar Bagikan
ANISYA PUJA FNP/ 1703113479

This final project discusses the reciprocal addition formula of multiplying Fibonacci and Lucas numbers using the floor function with mn, where the values of m are any positive integers, and the values of n are even and odd integers. The reciprocal addition formula is proved by using a definition, the properties of multiplication of Fibonacci and Lucas numbers, and algebraic calculations. …

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Deskripsi Fisik
xi, 53 hlm.: ill.: 29 cm
Judul Seri
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No. Panggil
03 03. 121 (0050)
Ketersediaan1
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Unduh MARCSitasi
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-Derivasi Di -Aljabar
Komentar Bagikan
T. FUJA SISWANTI / 1810247063

BP-algebra is a nonempty set with binary operation which satisfies the axioms (BP1) , (BP2) , (BP3) for each . In this research, the concept of - -derivation dan - -derivation in BP-algebra are defined along with its properties. Based on the concepts and - -derivation in B-algebra the properties of -derivation in BP-algebra are constructed. In the final part, the properties of the general…

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Deskripsi Fisik
xi, 40 hlm.: ill.: 29 cm
Judul Seri
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No. Panggil
10 15. 221 (0009)
Ketersediaan1
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Unduh MARCSitasi
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Metode Cabang-Dan-Batas Untuk Menyelesaikan Masalah Travelling Salesman Neutr…
Komentar Bagikan
NUR AMINAH/ 1703111384

This final projects discusses the solution of the neuteosophic travelling salesman problem in trapezoidal fuzzy using the method of branch-and-bound algorithm. The goal is to find the best obtained path of salesman routes. The discussion concludes that the branch-and-bound algorithm can be used as a method to solve the travelling salesman problem. Keywords: Fuzzy trapezoidal number, rankin…

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Deskripsi Fisik
xiii, 47 hlm.: ill.: 29 cm
Judul Seri
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No. Panggil
03 03. 121 (0048)
Ketersediaan1
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Unduh MARCSitasi
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Cadangan Full Preliminary Term Asuransi Jiwa Dwiguna Dengan Distribusi Pareto…
Komentar Bagikan
AWDIA KIRANA IRZAL/ 1703113326

This final project discusses full preliminary term reserve of endowment insurance for single insurance participant who are x years old by using the interest rate model of Cox-Ingersoll-Ross and Pareto distribution. The parameters in the model are estimated by using maximum likelihood method. The solution of this problem is obtained by determining the single premium, annual premium, and lif…

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ISBN/ISSN
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Deskripsi Fisik
xiii, 59 hlm.: ill.: 29 cm
Judul Seri
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No. Panggil
03 03. 121 (0047)
Ketersediaan1
Tambahkan ke dalam keranjang
Unduh MARCSitasi
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Jumlah Reciprocal Dan Reciprocal Kuadrat Dari Bilangan Lucas
Komentar Bagikan
INDAH CHOIRI ZULFA/ 1503117202

This nal project discusses the sums of reciprocal and reciprocal squared of Lucas number through several propositions in the form of inequalities. Several identities are used to prove the propositions. Some required identities are proven by mathematical induction, Binet's formula, and recurrence relations of Lucas numbers. Then, to get the results of the sums of reciprocal and reciprocal …

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ISBN/ISSN
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Deskripsi Fisik
xi, 50 hlm.: ill.: 29 cm
Judul Seri
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No. Panggil
03 03. 121 (0045)
Ketersediaan1
Tambahkan ke dalam keranjang
Unduh MARCSitasi
Hal. Awal Sebelumnya 61 62 63 64 65 Berikutnya Hal. Akhir
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