evaluate !cos2x/√1+sin2x dx
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let 1 + sin2x = t
differntiate to get
2* cos2x dx = dt
now cos2x dx = dt/2
put this in the integration given to get
(1/√t)*dt/2
solve it to get
2/2*√t + c
which equals √(1+sin2x) +c
differntiate to get
2* cos2x dx = dt
now cos2x dx = dt/2
put this in the integration given to get
(1/√t)*dt/2
solve it to get
2/2*√t + c
which equals √(1+sin2x) +c
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