Mathematics

On Campus Short Course Academic
Tembusu Institute offers Mathematics tuition in Singapore for A Level, JC, and university preparation. Build strong mathematical thinking, reasoning, and problem-solving skills for success in mathematics, sciences, engineering, and real-world applications. Join our expert-led classes and excel in your academic journey.
Overview

Mathematics is designed to prepare students for a range of university courses, including mathematics, sciences, engineering, and related courses, where a good foundation in mathematics is required. It develops mathematical thinking and reasoning skills that are essential for further learning of mathematics. Through applications of mathematics, students also develop an appreciation of mathematics and its connections to other disciplines and to the real world.

The Details

  • FOR SKILLSFUTURE CLAIMS

    Registered Title: (Mathematics )

    TPGateway Code:

  • total hours

    150:00

  • Mode of Learning

    On Campus

Curriculum

Course Duration

SSG Approved Training & Assessments Hours:150:00 Trainer Facilitated Hours (On Campus/Virtual):140:00 Self-Directed E-learning Hours:00:00 Assessment Hours:10:00
Learning Outcomes
  • Solve complex mathematical problems using calculus and algebraic techniques.
  • Interpret statistical data and apply probability distributions. 
  • Apply mathematics to real-world contexts.
Course Topics
  1. Functions and Graphs
    Learning Outcome: Analyze and sketch functions using transformations, asymptotes, and intercepts.
  2. Calculus (Differentiation & Integration)
    Learning Outcome: Apply differentiation and integration techniques to solve rate of change, area, and volume problems.
  3. Sequences and Series
    Learning Outcome: Formulate and evaluate arithmetic and geometric sequences and series.
  4. Probability and Statistics
    Learning Outcome: Interpret statistical data and apply probability distributions to solve real-world problems.
  5. Vectors and Complex Numbers
    Learning Outcome: Use vector algebra to solve problems in geometry and model spatial relationships using complex numbers.
  6. Maclaurin Series and Differential Equations
    Learning Outcome: Apply Maclaurin Series to approximate functions and solve simple differential equations analytically.
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