ÒÀÁËÈÖß ÏÎÕIÄÍÈÕ
Ôóíêöiÿ f(x)
Ïåðøà ïîõiäíà f'(x)
      y = const       (C)'=0
      y = xn       y' = nxn-1
      y = ax       y' = axln(a)
      y = ex       y' = ex
      y = loga(x)       y' = 1/(x ln(a))
      y = ln(x)       y' = 1/x
      y = sin(x)       y' = cos(x)
      y = cos(x)       y' = -sin(x)
      y = tg(x)       y' = 1/cos2(x)
      y = ctg(x)       y' = -1/sin2(x)
      y = arcsin(x)       y' = formula
      y = arccos(x)       y' = - formula
      y = arctg(x)       y' = 1/(1+x2)
      y =arcctg(x)       y' = -1/(1+x2)

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