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Prove (cscx+cotx)(cscx-cotx)=1
13 years ago

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Simplify:[(cscx-cotx)(cscx+cotx)]/cscx prove:(cscx-cotx)^4 x (cscx+cotx)^4 = 1 prove identity cscx-(cosx)(cotx)=sinx (cotx + cscx(1-cosx)= SIN x Prove the identity cscx+cotx-1/cotx-cscx+1 = 1+cosx/sinx tanx +cotx=secx cscx (secx - tanx)(cscx+1) =cotx lim x->pi cotx/cscx Find ∫cscx(cotx+cscx)dx .
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