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start learning

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Question		Answer
(c)' start learning		(c) ' = 0
(x^n)'= start learning		(x^n)'= nx^n-1
(a/x)' start learning		(a/x)'=- a/x²
(e^x) start learning		(e^x)= e^x
(ln x)' start learning		(ln x)'= 1/x
(log↓a x)' start learning		(log↓ax)'= 1/x•ln a
(a^x)' start learning		(a^x) '= a^x• ln a
(sin x)' start learning		(sin x)'= cos x
(cos x)' start learning		(cos x)'=- sin x
(tg x)' start learning		(tg x)' = 1/cos²x
(ctg x)' start learning		(ctg x)'= -1/sin²x
(√x)' start learning		(√x)' = 1/2√x
(x)' start learning		(x) '= 1

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