(sec²@ - 1) ( 1 - Cosec²@) = -1
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Step-by-step explanation:
By solving LHS
(sec²@-1)(1-cosec²@)
since, sec²@-1=tan²@
and, cosec²@-1=cot²@
-(tan²@)(cosec²@-1)
-(tan²@)(cot²@)
-(sin²@/cos²@)(cos²@/sin²@)
-{(sin²@*cos²@)/(cos²@*sin²@)}
-(1)
-1
hence proved
(sec²@-1)(1-cosec²@)=-1
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