Browsing by Author "Muhammad Arif Hannan Mohamed"
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Publication Modified Monopoly Deal Game For Learning The Declension Of Arabic Words(UPSI Press, 2021) ;Tg Ainul Farha Binti Tg Abdul Rahman ;Hasnul Fikri Ahmad Sukri ;Hirzi Irsyad Hipni ;Mohamad Harith Mohd Tarmizi ;Mohd Redza Riquelme Nisham ;Muhammad Arif Hannan Mohamed ;Muhammad Asyraf Yusoff ;Muhammad Habib AdninMuhammad Najmi Mohd FauziDeclension is one of the basic principles of Arabic Syntax that must be mastered by students. However, learning the declension requires students to be familiar with a variety of rules and routines. Thus, it is essential to provide interactive and fun learning activities. Since the teenagers prefer to play card games as one of the tools for language learning, modified Monopoly Deal card game has a high chance of being utilized as a learning tool. This study aimed to (1) explore the steps and procedures in developing modified Monopoly Deal card game for learning the declension of Arabic words and (2) investigate the usability test level of using Arabic - Inovatif - Fun (ArIF) card game among secondary school students in Kolej GENIUS Insan, Universiti Sains Islam Malaysia. The design and development of this card game started with an analysis of three theories relating to the Revised Bloom’s Taxonomy (Krathwohl & Anderson, 2009), Grammar Learning Strategies (Pawlak, 2009), Game-based Learning (Gee, 2003). ADDIE model was chosen as a model research framework in this study by running different phases of analysis, design, development, implementation, and evaluation. A set of questionnaires with both open and closed-ended questions were distributed among 60 students who were purposively sampled. This study contributed experiences on the design and development of an educational card game in learning Arabic Syntax. Findings from the evaluation process showed that ArIF card game scored highly since the card game promotes learning interactively, encourages ease of use, enhances learning, and increases communication skills. 16 closed ended questions of the usability testing questionnaire show that the mean score is above 3.5, which reflect reflects a high level of agreement, by referring to Oxford classification. Analysis of the open-ended questions also indicated students' agreement on the usability, practicality and effectiveness of this card games. Suggestions and comments from different students were synthesized and incorporated with the findings to guide further improvement of the card game and recommendations for future research. This interesting card game will help students in mastering the topic and assist teachers to perform active teaching and to learn in the classroom atmosphere. - Some of the metrics are blocked by yourconsent settings
Publication Numerical Solution of Homogeneous One-Dimensional Heat Equation Using Crank-Nicolson Method(Universiti Sains Islam Malaysia, 2021-02-18) ;Faizzuddin Jamaluddin ;Ahmad Danial Hidayatullah Badrolhisam ;Muhammad Arif Hannan Mohamed ;Muhammad Aniq Qayyum Mohamad SukryNorazlina SubaniA partial differential equation is an equation which includes derivatives of an unknown function with respect to two or more independent variables. The numerical solution is needed to obtain the solution of partial differential equation. To solve these partial differential equations, the appropriate boundary and initial conditions are needed. The general solution is dependent not only on the equation, but also on the boundary conditions. In other words, these partial differential equations will have different general solution when paired with different sets of boundary conditions. In the present study, the homogeneous one-dimensional heat equation will be solved numerically by using Implicit Crank Nicolson method. Our main objective is to determine the flow characteristics of heat equation with Dirichlet boundary condition on homogeneous heat equation. The method of Implicit Crank Nicolson has been chosen because of the stability of the method. The results have been compared with the exact analytical solution. The validated results show that the numerical results remains same as the exact analytical solutions. The results show that the changes of the temperature profile depends on the types of boundary conditions. The boundary conditions will be affected the flow characteristics of the heat equation.