Ditapis dengan
Metode Gradient Descent Dengan Formula Eksplisit Dari Stepsize Untuk Menyeles…
This final project discusses Gradient Descent method with the explicit stepsize formula for solving systems of nonlinear equations. Gradient Descent method with the explicit stepsize formula has linear convergence and if the Jacobian matrix has a special structure then it is equivalent to Newton’s method which quadratic convergence. At the end of the discussion, some numerical examples a…
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Kekomutatifan Fungsi Perkalian Terhadap Jumlah Kuadratnya
ABSTRACT This nal project discusses the multiplicative functions commutable with sums of squares. In this nal project, suppose that k be an integer greater than or equal to 3. It is shown that if a multiplicative functions f satis es f(x2 1 + x2 2 + · · · + x2 k) = f(x1)2 + f(x2)2 + · · · + f(xk)2 for all positive integers xi, then f is the identity function. This nal project i…
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- 1503122374
Pengembangan Converse Teorema Leon Anne Pada Segiempat Saling Silang
The final project discusses the development of converse Leon Anne’s Theorem in crossed quadrilateral. This theorem initially applies to a convex quadrilateral with the balance property obtained if the area of two opposite triangles is half the area of the quadrilateral. In the case of the a crossed quadrilaterals, balance property is obtained from the difference of the area of two certain…
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- Deskripsi Fisik
- xiv, 42 hlm.: ill.: 29 cm
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- 03 03. 121 (0046)
Premi Asuransi Jiwa Seumur Hidup Dengan Distribusi Komposit Eksponensial-Pareto
This final project discusses the annual premium on whole life insurance for insurance participants aged x years using a composite model method that where there are parameters in the model is estimated using maximum likelihood method. Premium payments stop if the insurance participant die. The solution to the problem is to obtain by determining the annuity continuous and single premium, the…
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- 1803110755
Kombinasi Metode Halley Dan Potra-Ptak Dengan Orde Konvergensi Sembilan Untuk…
ABSTRACT This final project discusses the combination of the Halley and Potra-Ptak (MHP) methods which are the result of the combination of two iteration methods, namely the Halley and Potra-Ptak methods to solve nonlinear equa- tions. The convergence analysis shows that the MHP has a convergence order of nine. Basin of attraction from MHP and other comparison iteration methods are provid…
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- 1803112668
Pengembangan Perangkat Pembelajaran Matematika Menggunakan Problem Based Lear…
This research aims to produce valid and practical learning tools, namely Syllabus, RPP, and Student Activity Sheets on the Three Variable Linear Equation System material for class X SMA. This research is motivated by the importance of learning tools that can facilitate students' mathematical problem solving abilities. This research use 4D model which consists of 4 stages were definition, design…
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- 1705114014
Q-Derivasi Di Be-Aljabar
ABSTRAK SILAHKAN DILIHAT DI DALAM FILE YG TELAH DI UPLOAD.
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- 1710246572
Pengembangan E-LKPD Materi Bangun Ruang Sisi Datar Berbasis Discovery Learnin…
This study aims to produce an E-LKPD with discovery learning-based flat-sided geometrical materials that can facilitate the mathematical understanding ability of eighth grade students of SMP/MTs and meet the valid and practical requirements. This type of research is development research with ADDIE development model consisting of analysis, design, development, implementation, and evaluation stag…
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- 1805113225
Penyelesaian Masalah Pemrograman Pecahan Kuadratik Menggunakan Metode Simplek…
ABSTRACT This final project discusses a new modified simplex method for solving a quadratic fractional programming problems. The method based on linear programming problem for finding an optimal solution to a quadratic fractional programming problem, where the numerator of objective function can be factorized into two linear functions. An illustration in the form of an example is given to …
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- ix, 79 hlm.; ill.: 29 cm
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- 03 03. 121 (0034)
Pengembangan Perangkat Pembelajaran Matematika Berbasis Model Discovery Learn…
This research is motivated by the low mathematical reasoning ability of students and the low quality of the learning tools used by the teacher. Based on the preliminary analysis, researcher obtained information that the mathematics learning tools used by the teacher were not in accordance with the rule of the Kurikulum 2013. Thus, it is necessary to design a mathematics learning tools that is i…
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- 1810246518
Solusi Persamaan Diophantine Nonlinear (8n)X + Py = Z2 Untuk P Sebarang Bilan…
This final project discusses the nonnegative integer solution of nonlinear Diophantine equation (8n)x + py = z2 subject to some odd prime numbers p for natural numbers n. That is solved by Catalan conjecture, exponential property, and congruency. These properties aim to determine the value (nx, y, z). Analytically different solutions are obtained based on the values of n and p taken in the…
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- 1803124273
Pengembangan Perangkat Pembelajaran Matematika Melalui Penerapan Model Proble…
Abstract: This study aims to produce mathematics learning tools through the application of a Problem Based Learning model mathematical problem solving skill for three-variable linear equation systems to facilitate valid and practical. This research consists of four stages of 4-D development research, namely Define, Design, Develop, and Disseminate. The validity of the learning device is assesse…
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- 1605120578
Bp-Aljabar Dan Kaitannya Dengan Bf-Aljabar, Bh-Aljabar, Dan B-Aljabar 0 Komut…
This nal project discusses the properties of BP-algebra and its relation to BP- algebra with BF-algebra, BH-algebra, and B-algebra 0 commutative. Their relationship is proven by showing that the properties of BP-algebra, BF-algebra, BH-algebra, and B-algebra 0 commutative are interrelated. If (X; ∗; 0) BP- algebra with (x∗y)∗z = x∗(z∗y) and then (X; ∗; 0) is B-algebra and if (X…
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- 1703110678
Pengembangan Teorema Cross Pada Segiempat Konveks Dan Segiempat Nonkonveks
This thesis discusses the modification of the Cross’ Theorem on a convex quadrilateral and an expanded nonconvex quadrilateral by constructing a square pointing outward on each side of the Cross’ Theorem quadrilateral. The proof process is done using the sine and cosine rules. The result obtained is that the total area of flat figures that are opposite each other formed from the Cross�…
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- 1910247913
Pembelajaran Geografi Di Masa Pandemi Covid -19 Di SMA Teknologi Pekanbaru
Education is a complex activity that includes various components that are related to one another. Learning is an activity that is inseparable from human life, by learning humans can develop the potentials that they are born with. Learning geography is one of the subjects in high school. The quality of education is currently experiencing challenges as a result of the corona virus outbreak. …
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- 1910247789
Pengembangan Teorema Jepang Pada Segienam Dan Segitujuh
This thesis discusses modification of the Japanese Theorem on hexagon and heptagon with diagonal lines formed from one point as proven by using Carnot Theorem. In addition, this thesis also discusses other modification of the Japanese Theorem on hexagon and heptagon with diagonal lines formed from points that can form the same quadrilateral and triangle which are then proven by using the m…
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- 1910247912
Pengembangan Perangkat Pembelajaran Materi Lingkaran Berbasis Discovery Lear…
This research is motivated by the demands of the 2013 curriculum on teachers. Teachers are required to not only teach and educate, but must be able to become facilitators so that the role of education becomes more meaningful. Teachers must be able to design learning processes that are interactive, inspiring, fun, challenging and motivating students to actively participate in the learning p…
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- 1910247951
Pengembangan LKPD Elektronik Materi Perbandingan Berbasis Model PBL Berkontek…
human beings who are able to keep up with the pace of development of science and technology in the 21st century. One of the four 21st century skills that are quite important is the ability to think critically. On the other hand, when viewed from the achievement of the national examination (UN) in the field of mathematics in 2019, is 45.52 is quite low. Especially about the material questions Pr…
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- 1910247050
Pengembangan E-LKPD Berbasis Model Discovery Learning Untuk Memfasilitasi Kem…
This research is motivated by the importance of students' mathematical understanding abilities in Indonesia, especially in Riau Province and the limited number of Student Worksheets that facilitate mathematical understanding abilities. The ability of mathematical understanding is important for students to have because it becomes a prerequisite in learning further mathematical concepts and …
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- 1805110972
Pengembangan LKPD Elektronik Berbantuan Google Slide Materi Program Linear Un…
This study aims to produce electronic LKPD assisted by google slides on linear programming material that can facilitate valid and practical KPMM for class XI high school students. Based on the results of observations and interviews with several schools in Pekanbaru, information was obtained that the electronic LKPD was not yet available. This research is a research and development (R&D) using t…
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- 1805113379
Karya Umum 
Filsafat 
Agama 
Ilmu-ilmu Sosial 
Bahasa 
Ilmu-ilmu Murni 
Ilmu-ilmu Terapan 
Kesenian, Hiburan, dan Olahraga 
Kesusastraan 
Geografi dan Sejarah