過幾日就考DSE M1， M2喇，考DSE M1/ M2 要好小心(好多伏位！)，不過時間充足吾駛急住做, 識做既一定夠時間
下面我就住每個section提番M1、 M2 分別要注意既概念/伏位，當係臨場急救雞精啦～
M1
1. Binomial Theorem
1. 搵第R項 (Rth term) 系代R-1而吾系代R!
2. 搵constant term就即系冇x 既term
2. Limit Theorem
記得溫limit when n->∞點處理：全式除最大次方既n (多數字面會提示very long time)
3. Calculus Section
1. 記得要用chain rule! 有時可能唔只要用一次
2. 有機會既可以用product rule去避開用quotient rule既麻煩 (將次方變負搬上去)
3. Implicit Differentiation記得要系後面用chain rule補番個 dy/dx (Rate of change題目多數系 d?/dt)
4. 記得點describe rate of change of N and dN/dt (2015&2016 Last Q)
5. Integrate x^(-1) 記得要加 absolute value, 除非題目講到明x>0
6. Indefinite Integral 記得要加C!
7. Integration by Substitution之前有機會要用 partial fraction (2014 Q4b)
8. (好多人比呢樣陰！）要記得Area bounded by curve既assumption: Area is assumed to be positive if the curve is above x-axis, f(x)>0.
9. Area bounded by curve吾一定系得一個sector of area! 有可能要拆開個definite Integral
10. Trapezoidal Rule要同second derivative一齊溫, 要搵Error或者absolute difference既話建議加個absolute sign！
4. Probability/Statistic Section
1. 記熟 P(AUB) = P(A) + P(B) – P(A⋂B)
2. 諗吾到就畫個Venn Diagram睇，會易好多！
3. Mutually Exclusive既Condition: P(A⋂B)=0
4. Independent既condition: P(A⋂B)=P(A)P(B), 吾等於就系Dependent
5. 見到問Bayes Theorem最好畫個tree diagram!
6. 記熟四個common distribution, 大題會炒埋一碟問！
7. Binomial 經常問既題型：第N個event A系會系第M次既event B (2013 Q13(b), 2014 Q13(cii), 2015 Q10(b),…, 2019 Q10(bii))
8. Normal Distribution個圖系由中間開始, 要記得適當既加減0.5
9. 要小心睇計緊既系population定sample, variance條式系吾同
10. 要識得系表度睇Confidence Interval既Z, 吾一定出90%, 95%, 99%架！
M2
計數機記住轉番做Radian Measure！！
1. Binomial Theorem
1. 搵第R項 (Rth term) 系代R-1而吾系代R!
2. 搵constant term就即系冇x 既term
2. Mathematical Induction (M.I.)
送分題！記熟答題既5步框架！
1. Define statement p(n)
2. Check n=1 case
3. Assume n=k is true
4. Check n=k+1 case
5. Conclusion by M.I.
3. Limit Section
1. 記得溫limit when n->∞點處理：全式除最大次方既n (多數字面會提示very long time)
2. 溫番點搵 Horizontal and Vertical Asymptotes
3. (5*/5**) 溫Oblique Asymptotes
4. Calculus Section (Differentiation)
1. 明白First Principle既Concept，唔好淨系背式！
2. 記得要用chain rule! 有時可能唔只要用一次
3. 有機會既可以用product rule去避開用quotient rule既麻煩 (將次方變負搬上去)
4. Implicit Differentiation記得要系後面用chain rule補番個 dy/dx (Rate of change題目多數系 d?/dt)
5. (5*/5**) 溫點describe rate of change of N and dN/dt
6. 留意relative同absolute maximum/minimum 既分別
7. 留意 f’(x) = 0 吾一定等於有 maximum/minimum point, can be inflection point !
8. Curve Sketching既步驟記清楚！
5. Calculus Section (Integration)
1. Integrate x^(-1) 記得要加 absolute value, 除非題目講到明x>0
2. Indefinite Integral 記得要加C!
3. Integration by Substitution之前有機會要用 partial fraction
4. (最近經常出黎陰人）要記得Area bounded by curve既assumption: Area is assumed to be positive if the curve is above x-axis, f(x)>0.
5. Area bounded by curve吾一定系得一個sector of area! 有可能要拆開個definite Integral
6. Trigo Substitution 要小心邊個數要開方/要二次，同埋可以出到要你Complete Square先再代U
7. By part 代數既先後次序 (e^x, sinx/cosx, x^n…)
8. Recursive 既 By part 題目要記得點處理
9. (5*/5**) By Part 部分可以溫埋Reduction Formula
10. Disk Method：空心既Solid Volume (將大D條式減細D條式)
6. Matrices ＋System of Equations
1. 3×3 既det要識用手計！(同埋計det既前提一定要系 square matrix)
2. 要知道det=0 同吾等於0代表既意義
3. 睇番點搵同點用inverse matrix去solve system of equations (unique solution)
4. (經常用) 溫熟Cramer’s Method 或 Gaussian Elimination Method (3 types of solutions)
7. 2D/3D Vectors
1. Position vector means the vector starts from Origin!
2. Dot Product系Scalar，Cross Product系Vector，同埋點樣去check隻角系0定90度
3. 要明白Dot Product既meaning，淨系背式去到大題會搞吾掂！
4. (5*/5**) 用determinant 去搵Volume of parallelepiped
而家既你地可能會睇DSE睇得好重，的確系重要但系吾需要過於緊張，當系做mock或past paper，放鬆去考啦！
考完就好好去放鬆下，吾好搵答案對！希望今次giveaway同final reminder可以幫到你地！
