The value of 13 cot^2θ - 13 cosec^2θ is
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Step-by-step explanation:
lets take theta symbol as @
13(cot^2@-cosec^2@)
=13{(cos^2@/sin^2@)-(1/sin^2@) }
=13{(cos^2@-1) /sin^2@} here sin^2@ common in denominator
=13(-sin^2@/sin^2@)
=-13. ans
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