自修a maths 既問題

要學微積分，之前肯定要了解極限問題，接著是定積分，最後是微積分。 學微積分的基礎基礎是函數（包括圖像）

還要學會一些微積分函數的轉換，這是學微積分的工具。

用微積分求一些曲綫形狀的面積。

切記要多練，真正了解他以後，你會覺得沒什麽難度，只是計算小心而已。

你能夠自修，相信你悟性好。按照書裏學微積分的順序應該沒問題！加油！

em.. ., I think first of all, you must master all necessary algebra skills some recommand chapters are:
1. Rationalization of 1 / [ a^(1/n) + b^(1/n)] or 1 / [ a^(1/n) - b^(1/n)] , where n = 2 and 3
(maths)

2. All compound angle formulae (A. maths)

3. algebraic fractions (Maths)

In learning calculus, you must understand the concept of limits completely, then you can go to differential calculus and try to self-learn all skills (I think it is very easy)
but, becareful the rate-of-change problems since they require though concept of differentiation.

Integral calculus, I think, could be learnt in similar way....

如果你係用緊黑色封面NEW WAY出版社o既就係book 3 chapter 13開始
因為我學校都係剛剛教完vector, 下星期開始教微積分 (skip了book 2 chapters 8-11)