AddMath Spmnetic!⚡️
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Assalamualaikum semua, Hari ni admin nak bagi BAB2 yang boleh score dalam exam SPM addmath yg bakal kita duduki kelak(24.3.2022).. Hihihihi 🙂
1. Bab 1/Chapter 1, Fungsi/Function F4
2. Bab 2/Chapter 2, kuadratic f4
3. Bab 3/Chapter 3, sistem persamaan/System of equations. F4
4. Bab 4/Chapter 4, indeces, Surd and logarithms/Indeks, surd dan Logaritma F4
5. Bab 6/Chapter 6, hukum linear/Linear law. F4
6. Bab 7/Chapter 7, Geometri koordinat/ Geometry coordinate. F4
8. Bab 9/Chapter 9, Solution of triangle/Penyelesaian segi tiga. F4
9. Bab 10/Chapter 10,Nombor indeks/Index number. F4
10. Bab 1/Chapter 1, Sukatan membulat/Circular Measure. F5
11. Bab 7/Chapter 7, Pengaturcaraan linear/Linear Programming F5
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List bab ni aku pernah share sini, but aku lupa dh bila.
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So, gudluck ye guys 😊😊🙂
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ADD MATHS IN ACTION SET 4.pdf
152.5 KB
🐣Add Maths in Action Set 4🐣

This is our last set of Add Maths in Action before entering the exam. Good luck guys.

HOTS QUESTIONS
Sorry I had to repost because there’s a mistake just now.

Answers will be send tonight.

<Credits given to the publishers of books because these questions are taken from books>
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Permutation and Combination
Pilihatur Dan gabungan (pt 1)
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Permutation and Combination
Pilihatur Dan gabungan (pt 2)
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Multiplication Rule questions coming upp
Q2
Q1
Permutations of n Different Objects, Taken All at a Time
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Permutations of n Different Objects, Taken All at a Time Questions:

1) evaluate:
a) 8!
b) 10!

2) In how many ways can you arrange 7 different books on a rack?

3) Find the number of arrangements of all letters in the word "GREAT" without repetition.
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Permutation of n different objects, taken r at a time (Formula 1)
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Permutation of n different objects, taken r at a time (Formula 2)
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Permutation of n different objects, taken r at a time questions

1. How many 5-letter code words can be formed from the letters of the word "SECONDARY"?

2. How many ways can a club of 10 members select a president, a vice president and a secretary, assuming that the same person cannot hold more than one post?
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Permutation of n different objects under given condition
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Q1
Q2
Q3
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