[ 22.The value sqrt(2)int(sin xxxx)/(sin(x-(pi)/(4))) is qquad x-log|sin(x-(pi)/(4))|+Cx+log|sin(x-(pi)/(4))|+Cx-log|cos(x-(pi)/(4))|+Cx+log|cos(x-(pi)/(4))|+C]

The value of sqrt(2)int(sin xdx)/(sin(x-(pi)/(4))) is: (1)x+log|cos(x-(pi)/(4))|+c(2)x-log|sin(x-(pi)/(4))|+c(2)x+log|sin(x-(pi)/(4))|+c(3)x-log|cos(x-(pi)/(4))|+c

The value of sqrt(2)int(sin"x"dx)/(sin(x-pi/4)) is: (1) x+log|cos(x-pi/4)|+c (2) x-log|sin(x-pi/4)|+c (3) x+log|sin(x-pi/4)|+c (4) x-log|cos(x-pi/4)|+c

int_ (0) ^ (pi) x log sin xdx

The value of int_(0)^((pi)/(4))ln cos((pi)/(4)+x)^(cot((pi)/(4)-x))dx is

cos ((pi)/(4) - x) cos ((pi)/(4) -y) - sin ((pi)/(4) -x) sin ((pi)/(4) -y) = sin ( x +y)

cos ((pi)/(4) - x) cos ((pi)/(4) -y) - sin ((pi)/(4) -x) sin ((pi)/(4) -y) = sin ( x +y)

If int(sinx)/(sin(x-(pi)/(4)))dx=Af(x)+(1)/(sqrt2)log[|sinx-cosx|]+c, then

If int(sinx)/(sin(x-(pi)/(4)))dx=Af(x)+(1)/(sqrt2)log[|sinx-cosx|]+c, then

If int(sinx)/(sin(x-(pi)/(4)))dx=Af(x)+(1)/(sqrt2)log[|sinx-cosx|]+c, then