Prove that: cos∅=cot∅/√1+cot²∅
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Answer:
It is proved below.
Step-by-step explanation:
we know,
cosec²∅ - cot²∅ = 1
=> cosec²∅ = 1 + cot²∅
=> cosec ∅ = √1+cot²∅ [By sqare root both sides]
we also know,
cot∅ = cos∅ /sin∅ ;
cosec∅ = 1/sin∅ ;
:. cot∅ / cosec ∅ = (cos∅ / sin∅) / (1 / sin∅)
= cos∅ [proved]
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