prove that
Cot square theta X sec square theta = Cót square theta + 1
Answers
Answered by
2
Answer:
theta + 1Cot square theta X sec square
Step-by-step explanation:
cot²/††
Answered by
1
Answer:
cot²theta * sec²theta = cot²theta + 1
LHS => cot²theta * 1 + tan²theta ( sec²theta = 1 + tan²theta )
cot²theta * 1 + 1 / cot²theta ( tan = 1/cot )
cot²theta * cot²theta + 1 / cot²theta
cot²theta * cosec²theta / cot²theta
cosec²theta = cot²theta + 1
Hence RHS = LHS
PROVED
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