Prove that (sec²Q-1) (1-cosec²Q) =-1
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Step-by-step explanation:
since,
sec^2Q- tan^2Q=1
and
cosec^2Q - cot^2Q=1
we get,
sec^2Q-1 = tan^2Q
1 - cosec^2Q= -cot^2Q
Therefore,
(sec²Q-1) (1-cosec²Q) = (tan^2Q)(-cot^2Q)
=-1. -------( because -->tanQcotQ= 1)
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