`int(dx)/(asinx+bcosx)`

intdx/(asinx+bcosx)^2

intdx/(asinx+bcosx)^2

intdx/(asinx+bcosx)

If y=(acosx-bsinx)/(asinx+bcosx)," then "(asinx+bcosx)^(2)y_(1)=

int(dx)/(1+sin6x)dx=

int (dx)/(sec x)

sin^(-1)((asinx+bcosx)/(sqrt(a^(2)+b^(2))))

1/Quadratic || Linear/Quadratic || f(x)/Quadratic || 1/(asin2x + bsinxcosx + cos2x + d) || 1/(asinx + bcosx + c) || (psinx + qcosx + r) / (asinx +bcosx + c) Forms