Philosophy and Current Issues (Falsafah dan Isu Semasa) is a subject that explores the foundation of philosophy. Its role in shaping human thought and its relevance in addressing contemporary issues. It emphasizes the development of critical, creative and ethical thinking in line with the Malaysian philosophy of education. Students are exposed to various schools of philosophical thought, values and worldviews while also examining global and local issues such as sustainability, technology, culture, politics, religion, ethics and national development. The subject aims to nurture responsible, balanced individuals who can apply philosophical reasoning to real-life challenges in society.
Lecturer's name : Dr Siti Shariyah Shaari
This is the first course in which we discuss the theory of Differential and Integral Calculus.
This is the first course in which we discuss the theory of Differential and Integral Calculus.
Course Name: Microeconomics (tutorial classes for group 3 and group 6)
Course Code: SEM107
Lecturer Name: Xiaofan ZHU
Lecturere Email address: xiaofan.zhu@xmu.edu.my
Description:
This course covers the basic economics problem, economic systems, demand and supply, theory of production and market structure. By the end of this course, students will have a strong grasp on the major issues microeconomists face, including: consumer and producer behavior, the nature of supply and demand, the different kinds of markets and how they function, and the welfare outcomes of consumers and producers. Students also explore how these formal principles and concepts apply to real-world issues.
Hi, this is Adam. I will be teaching this course for 2 groups of students. Kindly approve. Thank you.
Regards,
Ngu Yeau Kwang
Topics covered include: Matrix algebras, linear system of equations, Gauss-Jordan method, eigenvalues and eigenvectors, formulations of linear programming problems, solving linear programming problems, the graphical method, the simplex method, sensitivity analysis, applications of linear programming to marketing, finance and management, distribution and network problems.
This course introduces methods of discrete mathematics to students. Topics covered include: propositional logic, arguments, techniques of proof, sets, functions, number theory, counting techniques, the pigeonhole principle, permutations and combinations, relations, graphs, Eulerian and Hamiltonian paths, binary trees and spanning trees.
This course provides a thorough introduction to the Python programming language. It will cover the basic syntax and grammar and expose students to practical programming techniques. Besides, this course offers the students about programming and application of NumPy and Tensorflow, which are the necessary tools for intelligence systems. More importantly, the students should be prepared to work in Linux environment.
Lecturer: Tony Hii Chang Soon
SOF103 C and C++ Programming
The aims of this course are to provide a solid introduction to programming in C and C++ and to provide an overview
of the principles and constraints that affect the way in which these languages have been designed.
chimchwee.wong@xmu.edu.my
This course is an introductory course of accounting. After learning the course, students are expected to understand the double-entry system in accounting, the accounting cycle, the accounting treatment of major balance sheet items, such as cash, accounts receivable, inventory, fixed assets, intangible assets, current liabilities, long-term liabilities and owners' equity. Case study will be applied to develop students’ professional judgment, critical thinking, and problem solving skills.
CST207 Design and Analysis of Algorithms 2025/09
This course covers an introduction to algorithms, asymptotic analysis, Analyzing Algorithms, probabilistic analysis, amortized analysis, empirical analysis, recursive algorithm and recursive equation, divide-and-conquer algorithms, dynamic programming, greedy algorithms, graph algorithms, NP-complete theory, Backtracking, Branch and Bound.
Dr. Najla'a Ateeq Mohammed Draib
najlaaateeqmohammed.draib@xmu.edu.my
Sebuah kursus yang bertujuan untuk mendidik pelajar tentang etika dan peradaban dalam masyarakat pelbagai etnik di Malaysia, bagi membina pemikiran kritis dan analitikal mereka dalam menghadapi cabaran hidupan yang lebih kompleks.
Kursus ini menekankan kepentingan memahami dan menghayati nilai-nilai etika dan peradaban untuk mengukuhkan perpaduan dan jati diri bangsa Malaysia dalam konteks global.
The topics covered in this course include: Matrix algebras, linear system of equations, Gauss-Jordan method, eigenvalues and eigenvectors, linear programming, graphical methods, sensitivity analysis, applications of linear programming to marketing, finance and management, distribution and network problems.
This course is designed for students who have previously taken Beginning and Intermediate German courses. On the one hand, it focuses on communicative competence and linguistic functional ability. The lessons cover grammar, vocabulary, and pronunciation as well as skills in speaking, listening, reading, and writing. On the other hand, the focus of this course will be on real-life language use, the integration of German and Germanic culture and language, and the acquisition of the four skills: reading, listening, writing, and speaking. Students will practice spoken German in a variety of contexts and will develop communicative tactics and vocabulary to improve oral expression and conversation. Through a variety of activities, students will improve their phonetic production while developing vocabulary and the capacity to express ideas in a myriad of functional settings. Topics may include: Germanic culture, current events, travel, music, and sports. Through the development of successful reading, writing, speaking, and listening comprehension skills, the students will reach the advanced-level in German learning. In order to achieve a much greater effect, instructor will adapt the content of this course to students’ needs.
This course introduces students to single variable calculus. Topics covered include: functions, limits, continuity, derivative, mean value theorem for derivative, indefinite integral, definite integral, fundamental theorem of calculus, applications of derivatives, maximum and minimum, rate of change, mean value theorem for integrals, approximations of the integrals, applications of integrals, area, volume, transcendental functions, techniques of integration, improper integrals, first order
differential equations.