1) Prove the following
cot²∅ - tan²∅= cosec²∅ - sec²∅
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Step-by-step explanation:
to prove cot²a-tan²a=cosec²a-sec²a
since cot²a=cosec²a-1
and tan²a=sec²a-1
therefore
(cosec²a-1) - (sec²a-1)
cosec²a-1-sec²a+1
cosec²a-sec²a...hence proved
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