Ditapis dengan
Pengembangan Perangkat Pembelajaran Menggunakan Model Problem Based Learning …
The purpose of this study was to develop a learning media that have been tested for their validity and practicality to be used in the learning process. The learning media developed are the Syllabus, Learning Implementation Plan (RPP), and Student Worksheets (LKPD) using the Problem Based Learning (PBL) model and a scientific approach. Type of this study is research and development using 4D …
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- Judul Seri
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- 1605122885
Pengembangan Video Pembelajaran Berbantuan Powtoon Berbasis Pendekatan Kontek…
This research was motivated by the low ability of students' mathematical understanding and the lack of innovative mathematics learning resources according to the 2013 curriculum. Developing Powtoon-assisted learning videos based on a contextual approach to facilitate mathematical understanding abilities in class X trigonometry comparison material is the goal of this research. The research model…
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- 1705111053
Pengembangan Soal Higher Order Thinking Skills (HOTS) Pada Materi Pola Bilang…
This development research has main point of producing an assessment instrument in the form of Higher Order Thinking Skills (HOTS) questions in the form of descriptions on class VIII number pattern material that are valid, reliable, have a good level of difficulty and discrimination. The development model used in this research is development studies which consist of preliminary and formative eva…
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- 1505117187
Pengembangan Perangkat Pembelajaran Matematika Berbasis Model Problem Based L…
This study aims to produce a mathematical learning device based on the Problem Based Learning (PBL) model of the sine and cosine rules to facilitate mathematical problem solving skills (KPMM) for class X SMA/MA students that meet the valid criteria for syllabus, lesson plans, worksheets and practical for student worksheets. . The development model used by the researcher is a 4-D model (four-D. …
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- 1505113818
Pengembangan Perangkat Pembelajaran Menggunakan Model Problem Based Learning …
Mathematics includes many symbols that represent certain meanings so that good mathematical communication skills are needed to be able to convey mathematical language correctly. However, students' mathematical communication skills are still relatively low and assume that mathematics is a difficult subject to learn. The research aims to develop mathematics learning instruments such as sylla…
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- 1705110929
Pengembangan Bahan Ajar Berbantuan Aplikasi Padlet Pada Materi Himpunan Untuk…
This study aims to produce valid and practical padlet application-assisted set teaching materials to facilitate the mathematical problem solving abilities of class VII students of SMP/MTs. The development model used is the ADDIE model which consists of the Analysis, Design, Development, Implementation, and Evaluation stages. The subjects for the small group trial consisted of 6 students an…
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- 1805110667
Pengembangan E-LKS Berbantuan Liveworksheet Melalui Penerapan Pendekatan Sain…
Based on the study of the researcher's literature, one of the problems faced by students in learning mathematics is the difficulty with the flat sided space material in terms of instilling concepts. To overcome these problems, an educator can design Student Worksheets (SW) as an effort to help students overcome difficulties in learning. Thus, this study aims to produce an Electronic Student…
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- 1605111595
Pengembangan Perangkat Pembelajaran Matematika Menggunakan Model Discovery Le…
Educators must be able to create learning tools that are able to bring out the potential and abilities of students, improve the abilities they already have so that they are able to create and interpret an understanding in their own way. This study aims to produce a learning tool consisting of a syllabus, lesson plans and worksheets with the application of the discovery learning model to facilit…
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- No. Panggil
- 1810246521
Pengembangan Lkpd Matematika Berbasisrealistic Mathematics Education Untuk Me…
This research is motivated by the ability of students' mathematical understanding is still low. The aim of the research was to produce math worksheets with a realistic mathematics education approach to facilitate the mathematical understanding abilities of class VII SMP/MTs students on valid and practical comparison material with the ADDIE development model. The stages of the ADDIE model us…
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- 1805124373
Pengembangan Perangkat Pembelajaran Matematika Dengan Pendekatan Realistic Ma…
This research aims to produce learning tools (syllabus, lesson plans, and student activity sheet) based on Realistic Mathematics Education (RME) on the circle material that are valid and practical to facilitate the ability of students’ mathematical understanding. The model of development used is 4D model (Define, Design, Develop, Dissminate). The subjects of one to one evaluation in this stud…
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- 1705113954
Pengembangan Media Pembelajaran Menggunakan Articulate Storyline 3 Materi Sis…
This research is development research (R&D) with the aim of producing learning media using Articulate Storyline 3 that meets valid and practical requirements to help Grade VIII students of SMP/MTs in understanding the material on the System of Two Variable Linear Equations and facilitating Mathematical Problem Solving Ability. This study applies the ADDIE development model which consists of fiv…
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- 1805110789
Teorema Butterfly Dan Double Butterfly Pada Parabola Dan Elips
This final project presents a proof of the butterfly and double butterfly theorems on parabola and ellipse using Haruki’s lemma. In addition, this final project also shows the use of modifications of Haruki’s lemma on a parabola and Haruki’s lemma on ellipse for each proof step. Keywords: Butterfly theorem, double butterfly theorem, Haruki’s lemma on parabola, Haruki’s lemma on e…
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- 1803113817
Metode Konvergensi Orde Lima Untuk Menyelesaikan Persamaan Nonlinear Dengan…
ABSTRACT This final project discusses a fifth-order convergence method to solve nonlinear equations by modifying Newton’s method using variational iteration techniques. It is analytically shown that the resulting method has fifth-order convergence. The computational results support the results of the analytical study. Numerical computation shows that the resulting method is comparable to…
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- 1503117228
Pengembangan Mixtilinear Incircle Pada Segi Empat Siklik
ABSTRACT This final project discusses the development of the concept of a mixtilinear incircles in a cyclic quadrilateral. The development carried out is to show the various relationships formed between the mixtilinear incircles radii that can be constructed on the cyclic quadrilateral. In any triangle ABC, three different mixtilinear incircles can be constructed. In this final project, po…
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- 1803112716
Pengembangan Perangkat Pembelajaran Matematika Dengan Penerapan Model Problem…
This research is motivated by the low mathematical problem solving ability of students. One of the efforts that can be made by teachers to improve mathematical problem solving skills is to design the learning process. The learning process can take place well if the teacher is able to develop learning tools. Based on observations and interviews conducted with three mathematics teachers, nam…
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- 1810246293
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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- 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
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