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Unformatted text preview: x (tan x + 1) dx (b) Z e1 /x x 2 dx FORMULA PAGE sin 2 + cos 2 = 1 tan 2 + 1 = sec 2 1 + cot 2 = csc 2 sin( + ) = sin cos + cos sin sin(  ) = sin cos cos sin cos( + ) = cos cos sin sin cos(  ) = cos cos + sin sin tan( + ) = tan + tan 1tan tan sin 2 x = 1cos 2 x 2 cos 2 x = 1 + cos 2 x 2 sin 2 x = 2 sin x cos x (sin x ) = cos x (cos x ) =sin x (tan x ) = sec 2 x (sec x ) = sec x tan x (csc x ) =csc x cot x (cot x ) =csc 2 x ( e x ) = e x (ln x ) = 1 x (arcsin x ) = 1 1x 2 (arctan x ) = 1 1 + x 2 (arcsec x ) = 1  x  x 21 x n +1 = x nf ( x n ) f ( x n ) f ( c ) = f ( b )f ( a ) ba f ( c ) = 1 ba b Z a f ( x ) dx Z sec xdx = ln  sec x + tan x  + C Z sec 3 xdx = 1 2 [sec x tan x + ln  sec x + tan x  ]+ C Z csc xdx = ln  csc xcot x  + C 1 + 1 = 2...
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 Spring '07
 Butler
 Math, Formulas

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