Suggested: 1/secx-tanx-1/cosx=1/cosx-1/secx+tanx - 1-cosx/1+cosx integration - 1-cosx/1+cosx differentiate - 1+cosx/1-cosx - (1-cosx)(1+cosx)=sin2x - dy/dx=1-cosx/1+cosx - prove that 1+cosx/1-cosx=(cosecx+cotx)^2 - tan^-1(√1-cosx/1+cosx) - derivative of 1-cosx/1+cosx - (cscx-cotx)^2=1-cosx/1+cosx - sinx-cosx+1/sinx+cosx-1=1/secx-tanx - 1+sinx-cosx/1+sinx+cosx=tanx/2 - verify the identity cosx/1+sinx + 1+sinx/cosx=2secx - prove the identity 1+sinx/cosx + cosx/1+sinx=2/cosx - 1+cosx+1+cosx Browse related:
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