美國計算機奧賽USACO比賽介紹-比賽時間-難度等級-競賽輔導課程
對于準備出國留學，打算申請理工科，尤其是計算機/編程方向的孩子來說，USACO不僅培養學生的算法及應用和編程思維，成績含金量也不言而喻，獲得黃金級、白金級的參賽者將大大增加被藤校錄取的概率！ USACO不僅在...
CIE A Level Maths: Pure 3復習筆記5.1.8 Integration Decision Making
Decision Making What is meant by integration and decision making? The hardest part of integration is deciding which technique to use There are lots of them! How do I know which integration method t...
CIE A Level Maths: Pure 3復習筆記5.1.7 Integration using Partial Fractions
Integration using Partial Fractions What are Partial Fractions? This is the reverse process to adding (or subtracting) fractions The common polynomial denominator is split into factors Make sure yo...
CIE A Level Maths: Pure 3復習筆記5.1.6 Integration by Parts
Integration by Parts What is Integration by Parts? For integrating the product of two functions - reverse product rule Crucially the product is made from?u?and?dv/dx?(rather than?u?and?v) Alternati...
CIE A Level Maths: Pure 3復習筆記5.1.5 Harder Substitution
Harder Substitution What is integration by substitution? Make sure you are familiar with Reverse Chain Rule and Substitution (RCR) In more difficult questions the substitution will be given to you ...
CIE A Level Maths: Pure 3復習筆記5.1.4 Substitution (Reverse Chain Rule)
Substitution (Reverse Chain Rule) What is integration by substitution? Make sure you are familiar with Chain Rule and Reverse Chain Rule In more awkward problems it is harder to spot the reverse ch...
CIE A Level Maths: Pure 3復習筆記5.1.3 f'(x)/f(x)
f'(x)/f(x) Integrating fractions The technique for integrating fractions depends on the type of fraction For?polynomial?denominators?see Integration using Partial Fractions The type of fraction dea...
CIE A Level Maths: Pure 3復習筆記5.1.2 Integrating with Trigonometric Identities
Integrating with Trigonometric Identities What are trigonometric identities? You should be familiar with the trigonometric identities Make sure you can find them in the formula booklet You may need...
CIE A Level Maths: Pure 3復習筆記5.1.1 Integrating Other Functions (Trig, ln & e etc)
Integrating Other Functions (Trig, ln & e etc) Isn’t integration just the reverse of differentiation? Yes, but remember “+c”, the constant of integration … … unless finding a definite integral ...
