If cosecA+cotA=x,
find cosecA-cotA
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Answered by
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we know that : cot² a + 1 = cosec² a
⇒cosec² a - cot²a = 1
⇒(cosec a - cot a) * (cosec a + cota) = 1
⇒(cosec a - cot a) * x = 1
⇒cosec a - cot a = 1/x
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Answered by
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Step-by-step explanation:
cosec^2A-cot^2A=1
it's in the form a^2-b^2=(a+b)(a-b)
by using this formula we can write
(cosec a+cota)(cosec a- cota)=1
(cosec a-cot a)=1/cosec a+cot a
cosec a-cot a=1/x [ from question cosec a+cota=x]
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