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Prove that cosecA(1-cosA)(cosecA+cotA)=1
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cosecA(1-cosA)(cosecA+cotA)=1
(coseca+sina)(coseca-sina)=cot^2a+cos^2a
cosa/coseca-1+cosa/coseca-1
(1+tan^2a)cot a/cosec^2a=tana
cota-coseca+1/(cota-coseca+1) = (1+cosa/sina)
seca(1-sina)(seca+tana)=1
sec2a+cosec2a=sec2a×cosec2a
tana/1+seca-tana/1-seca=2coseca
cosec 1+cos cosec cot 1
(coseca+sina)(coseca-sina)=cot^2a+cos^2a
cosa/coseca-1+cosa/coseca-1
(1+tan^2a)cot a/cosec^2a=tana
cota-coseca+1/(cota-coseca+1) = (1+cosa/sina)
seca(1-sina)(seca+tana)=1
sec2a+cosec2a=sec2a×cosec2a
tana/1+seca-tana/1-seca=2coseca
cosec 1+cos cosec cot 1
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