Engineering Mathematics 1 Module Mastery (Both Semesters)

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About Course

Master Your First Year: Engineering Mathematics (Full Year Support)

Struggling to bridge the gap between high school math and UJ’s Engineering faculty requirements? You’re not alone. Engineering Mathematics 1 is one of the most demanding modules in your first year, but it doesn’t have to be a roadblock to your degree.

This comprehensive mastery course is designed specifically for students tackling the UJ Engineering Mathematics curriculum. We’ve stripped away the academic fluff to focus on the core concepts, problem-solving techniques, and exam strategies you need to not just pass, but excel.

What We Cover:

  • Semester 1 Focus: Limits, continuity, and advanced differentiation techniques.

  • Semester 2 Focus: Integration methods and introduction to Linear Algebra.

  • Application-Heavy Learning: We don’t just show you formulas; we show you how to apply them to engineering-style problems.

  • Step-by-Step Tutorials: Detailed walkthroughs of complex problems that often appear in assessments.

Why Choose This Support Course?

  • Boost Your Marks: Targeted content designed to improve your semester mark and exam performance.

  • Learn at Your Pace: Revisit difficult topics as many times as you need.

  • Zero Affiliation, Pure Support: While we are independent of the University of Johannesburg, our content is aligned with the typical first-year syllabus to ensure you’re studying the right material.

Stop feeling overwhelmed and start solving with confidence. Let’s turn those “maybes” into distinctions.

Disclaimer:
This course is an independent academic support resource. It is not affiliated with, endorsed by, or in any way officially connected to the University of Johannesburg (UJ).

While our content is designed to align with the standard First-Year Engineering Mathematics syllabus to help students improve their marks, all course materials, tutoring, and assessments are provided solely by Greenlight Tutoring Services and Boost Tutoring Services. For official university curriculum, registration, or credit-bearing assessments, please consult your UJ faculty handbook and student portal.

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Course Content

Appendix A: Introduction to Numbers, Inequalities and Absolute Values

  • Lesson 1: Numbers and Sets
    17:57
  • Lesson 2: Use of Sets of Numbers and Inequalities
    20:20
  • Lesson 3: Examples on Inequalities
    17:43
  • Lesson 4: More Examples on Inequalities
    17:37
  • Lesson 5: Absolute Values and Examples
    27:44
  • Lesson 6: The Triangle Inequality
    09:26

Appendix D: Trigonometry

Appendix E: Sigma Notation

Complex Numbers

Chapter 1.1: Functions and Models

Chapter 1.2: Mathematical Models of Functions

Chapter 1.3: Functions formed from Old Functions

Chapter 1.4: The Exponential Functions

Chapter 1.5: The Inverse and Logarithms Functions

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