" 取.")int sqrt(1+cos x)dx=2sqrt(2)sin(x)/(2)+c

Show that : int sqrt (1+ cos x ) dx = 2 sqrt(2) sin. x/2 + c

int sin x sqrt(1-cos2x)dx

int sin x sqrt(1+cos2x)dx

int sin x sqrt(1-cos2x)dx

Show that : int sqrt(1 - cos 2x ) dx = - sqrt(2) cos x + c

int sqrt(1+sin x)dx=2(sin((x)/(2))-cos((x)/(2)))+c=2sqrt(1-sin x)+c

If int sqrt(1+sec x)dx=2sin^(-1)[sqrt(2)f(x)]+c then (d)/(dx)[f(x)] is equal to (A)cos(x)/(2)(B)-(1)/(2)cos(x)/(2)(C)(1)/(2)cos(x)/(2)(D)(1)/(2)sin(x)/(2)

Show that : int sqrt(1+ sin x ) dx = 2 (sin. x/2 - cos . x/2 )+ c = 2 sqrt( 1 - sin x ) + c

int sqrt((1+sin x))(cos((x)/(2))-sin((x)/(2)))dx=("where "x in(0,pi))[[" (A) "(1+sin x)/(2)+c," (B) "(1+sin x)^(2)+c],[" (C) "(1)/(sqrt(1+sin x)+c),"(D) "sin x+c]]