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Mathematics 17 Online
OpenStudy (anonymous):

lim as x-->pi/4 as ((1/(tanx-1))-(2/(tan^2x-1)))

OpenStudy (rogue):

Multiply your first fraction by \[\frac {\tan x + 1}{\tan x + 1}\]in order to get the denominators to be the same. Then combine the 2 fractions and see where it goes :P

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