sec2theta +cosec2theta= sec2theta ×cosec2theta. plz answer fast .wrong answer will be reported
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Answered by
6
this is the answer of your question
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Answered by
8
Hi Friend ✋✋✋
to prove:
Sec²∅ + Cosec²∅ = sec²∅ × cosec²∅
Proof :
LHS :

Therefore , LHS = RHS .... hence proved
to prove:
Sec²∅ + Cosec²∅ = sec²∅ × cosec²∅
Proof :
LHS :
Therefore , LHS = RHS .... hence proved
BrainlyHulk:
Thanks for marking my answer as brainliest !! :-)
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