integration...
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SUBSTITUTE cot x AS t2, THEN cosec2x dx= -2t dt, sec2x = 1+t4 then the integral becomes [ ] [ ] (-2t2dt)/ 1+t4which can be written as [ ] (1-t2dt)/ 1+t4 - [ ] (t2+1dt)/ 1+t4i think this becomes easier now.... as tthe above expression is very familiar type of integration. |
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[ ] (-2t2dt)/ 1+t4







