Simplify :
`( Sinx - Cosx )^2`

Simplify : y = ( sinx + cosx ) times ( sinx - cosx )

Simplify: cos^(-1)((sinx+cosx)/(sqrt(2))), pi/4

int(sinx-cosx)^(2)dx=

Simplify tan^-1 (cosx/(1-sinx)) , for (-3pi)/2 < x< pi/2' .

Prove the identity: Cosx/(1-Sinx) = (1+Cosx + Sinx)/(1+Cosx - Sinx)

If 3sinx + 4cosx = 2, then the value of 3cosx - 4 sinx is equal to: यदि 3sinx + 4cosx = 2 तो 3cosx - 4sinx का मान ज्ञात करें:

Simplify tan^(-1).(cosx/(1-sinx))(-pi)/2 lt x lt pi/2

Solve : 4sinx cosx +2sinx+2cosx+1=0

Evaluate : { sinx / ( 1 + cosx ) + sinx/( 1 - cosx ) } = ?

((sinx - cosx)/(sinx + cosx))