Integration of tanx, cotx, secx, cosecx

Integration of trigonometric expression (tanx; cotx; secx; cosecx)

intdx/(secx+cosecx)

Find the general solution of : cotx+tanx=2cosecx .

Integration by substitution |Questions|Integration of Tanx|Integration of Cotx|Integration of Secx |Integration of Cosecx

Graphs OF tanx || cotx || secx

int(dx)/(tanx+cotx+secx+cos e c x)=

The given expression f(x)=(1)/(tanx+cotx+secx+"cosec x") is equivalent to

(tanx + secx) (cotx + cosecx)

If sinx+cosx+tanx+cotx+secx+cosecx = 7 and sin2x = a-bsqrt2 , then ordered pair (a,b) can be :