infi2HW01 - x 2 +2) ··· ( x 2 + n ) : 2 libxz ( m + n 6...

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1 'qn milibxz oeilb - 104281 - 2 itpi` .mixdva 12 : 00 dry cr , 6 / 11 / 2007 :dybd jix`z A 4 lcebn xiip lr yibdl yi .qxewd ly mi`zd cg`l ec`n` oiipaa qt` dnewa dybdd :zxekfz z` ,cinlzd my z` xexiaa oiivl `p .micigia dybdd .wcedn yibdl `p .mixqlw e` zeiwy `ll .xry sca jxev oi` .oeilbd xtqn z`e ,f"z xtqn : 1 libxz :mi`ad miniieqn `ld milbhpi`d z` eayg 1 . R dx x log n x 8 . R - 6 x - x 2 dx 2 . R x arcsin( x 2 ) dx 9 . R x tan 2 xdx 3 . R dx 2 - cos x 10 . R cos(2+ x ) x sin(2+ x ) dx 4 . R 4 x 2 + 3 x 6 dx 11 . R e tan x cos 2 x dx 5 . R sin x cos x 2+3cos x dx 12 . R x cos x 2 1+(sin x 2 ) 2 dx 6 . R 7 - 6 x x 2 ( x 2 +3 x +2) dx 13 . R log x x dx 7 . R dx log x ( x 2 ) , x > 0 14 . R xdx ( x 2 +1)(
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Unformatted text preview: x 2 +2) ··· ( x 2 + n ) : 2 libxz ( m + n 6 = 0 ) :ze`ad ze`gqepd z` egiked .1 R sin m x cos n xdx =-sin m-1 x cos n +1 x m + n + m-1 m + n R sin m-2 x cos n xdx (`) R sin m x cos n xdx = sin m +1 x cos n-1 x m + n + n-1 m + n R sin m x cos n-2 xdx (a) :eayg .2 R cos 5 xdx (`) R sin 4 xdx (a) : 3 libxz . x = 0 xear qt` jxr zlawn xy` f ( x ) = max { 1 ,x 2 } divwpetl dnecw divwpet e`vn 1...
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