(cotx)/(cscx-1)=(cscx+1)/(cotx)?

Question: (cotx)/(cscx-1)=(cscx+1)/(cotx) HELP PLZ Best Answers: Answer by avi(cotx)/(cscx-1)=(cscx+1)/(cotx) LS = cot(x) / (csc(x)-1) * (csc(x)+1) / (csc(x)+1) = cot(x)(csc(x)+1) / (csc^2(x) – 1) = cot(x)(csc(x)+1) / cot^2(x) = (csc(x) + 1) / cot(x) Hence proved Answer by Mark(cotx)/(cscx-1)=(cscx+1)/(cotx) (cotx)^2 = (cscx -1)(cscx+1) (cotx)^2 = (cscx)^2 -1 (cosx)^2/(sinx)^2 = 1/(sinx)^2 – 1 (cosx)^2/(sinx)^2 – 1/(sinx)^2 […] PR News Crimovies