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Tutored over thousands of A+ over decades

SPM Add Maths
Formula Derivation

Mr. Terry has prepared a free pdf file and a Youtube playlist of how to derive formula for SPM Add Maths Form 4 and Form 5.  We aim to help students to understand and score A+ in your upcoming SPM examinations. Watch the videos and learn from them by taking out a piece of pen and paper to practice the derivation by hand. 

Mr Terry Expert SPM Add Maths tutor, EPH KSSM SPM Add Maths book publisher, over 50,000 pages of A+ notes created.

How to use this page?

  • Download the free pdf.

  • Watch the videos once first, pay full attention and listen.

  • During your second watch, take out your pen and paper to follow along the video.

  • Then, practice by yourself or repeat the video again until you understand how to derive the formula.

  • Practice the formula again in 24 hours and again in the next 7 days to retain the information.

  • Good luck in your SPM Add Maths.

Free Preview of PDF (SPM Derive Formula)

Topics included in KSSM SPM Form 4 and Form 5 Add Maths A+ Mark Scheme

KSSM SPM Form 4 Chapter 2:
1. Quadratic Formula,
2. Forming Quadratic Equation,
3. SOR / POR.
KSSM Form 4 Chapter 4. Indices, Surds and Logarithms:
4. Multiplication Law of Logarithms,
5. Division Law of Logarithms,
6. Power Law of Logarithms,
7. Changing The Base Of Logarithms. 
KSSM Form 4 Chapter 5. Progressions:
8. General Formula for an Arithmetic Progression,
9. Sum of the first nth terms of an Arithmetic Progression,
10. Formula for General Term of a Geometric Progression,
11. Sum of the first nth terms of an Geometric Progression,
12. Sum to infinity of a Geometric Progression.
KSSM Form 4 Chapter 7. Coordinate Geometry:
13. Divisor of a Line Segment,
14. Parallel Lines,
15. Perpendicular Lines. 
Form 4 Chapter 9. Solution of Triangle
16. Sine rule 
17. Cosine rule
18. Area of Triangle 
Form 5 Chapter 1. Circular Measure 
19. Length of Arc 
20. Area of Sector of A Circle 
Form 5. Chapter 6. Trigonometric Functions 
21. Basic Trigonometric Identities
22. Double Angle Formulae

 

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