[25] Archimedean Principle／アルキメデスの原理: ∀a,b＞0 ∈ R. ∃n∈N. na ＞ b.

http://t.co/5MQzcjh

[24] If {a_n} is monotonically increasing/decreasing and bounded from above/below, it converges to sup/inf {a_n}／上/下に有界な単調増加実数列{a_n}はその上限/下限に収束する

http://t.co/pGuqFZW

[20] {f(g(x))}’ = f’(g(x))・g’(x)

http://t.co/WWH1bWi

[19] {f(x)・g(x)}’ = f’(x)・g(x) + f(x)・g’(x)

http://t.co/oIsSosQ

[17] cos’θ = -sinθ

http://t.co/sfn77Lx

[16] sin’θ = cosθ

http://t.co/CZNbiJ5

[13] (x^n)' = nx^{n-1}

http://t.co/zXltU3I