Additional Mathematics Form 4 Module

Assalamualaikum. Hello everyone!

Additional Mathematics Form 4 Module that I have prepared is based on my knowledge and reference books. Hopefully, it can help  students to understand and be master in Additional Mathematics.

I found that this module is frequently downloaded by form 4 students I guess as additional mathematics is something new for them.

Unfortunately, there are some information missing in this module like shaded part and others, so the information missing have to be added manually.Those who would like to use this module for reference, they may download it.

Last but not least, I would like to thank my beloved and respected Additional Mathematics teacher , Mr Abdul Halim Bin Othman. He is the one who inspired me to come out with this module. Jazakallahu khairal jaza’! Thanks a zillion , sir !

Chapter 1- Functions
Chapter 2- Quadratic Equations
Chapter 3- Quadratic Functions
Chapter 4- Simultaneous Equations
Chapter 5- Indices and Logarithms
Chapter 6- Coordinate Geometry
Chapter 7- Statistics
Chapter 8- Circular Measure
Chapter 9- Differentiation
Chapter 10- Solution of Triangles
Chapter 11- Index Number
Answer Sheet :  [Mirror 1]  [Mirror 2]

Form 5 : Chapter 9 – Motion Along A Straight Line


Attention! If you have any questions/inquires regarding this subject, please do not hesitate to contact me:

1) FacebookAhmad Kamil(Ibnu Sulaiman)
2) Email –
3) Mobile phone – 012-4485859






200 Responses to “Additional Mathematics Form 4 Module”

  1. erk thanks~

  2. nicholas K Says:

    mohon izin untuk guna module ni..TQ so much.

  3. Sila2 🙂
    Sent from my BlackBerry® wireless device via Vodafone-Celcom Mobile.

  4. macam mana nak faham dan fasih dalam add math. .mylia blurr lah dalam add math ni, nak nangis pun ada time belajar add math ni. .

  5. tq for this module…hope this can help me in teaching process

  6. welcome. hopefully so 🙂

  7. SaLam ya aKhi Kamil.Tenx for the notes. Bantu sy utk soalan ni b0leh kann?hihi 😀

    1) Show that quadratic equation :
    (9k – 8)x square – 6kx + k + 2 =0 has no roots which are different if k < 8 over 5.

    2) Show that the roots of quadratic equation :
    x square + (1 – m)x – m =0 are real roots for all values of m.

    #SORRY IF BANYAK SGT SOALAN. however tengs again sir Kamil.

  8. Wsalam. Welcome.

    1. Guna b square – 4ac 8/5

    2. Guna b square > or equal to zero. Akan dapat jawapan nanti -ve infinity sampai positive infinity untuk range m.

  9. mcm mne nk buat soalan ni? Given equation (2^2x+1) x (3^x-1) = (8^x) x (3^2x). Show that 6^x = 2/.. dh mcm2 cara guna.. x dpt. factorise pon dh buat tpi x dpt.. slalu dpt 6=6^x.. tlg tnjukkan jln nye..

  10. Kena jadikan semua in base 2 n 3, then group them in one side(kiri base 2, kanan base 3). Simplify. Then dapat prove as prompted.
    Sent from my BlackBerry® wireless device via Vodafone-Celcom Mobile.

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