(sec^2 theta -1)(1-cosec^2 theta) = -1
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Answer:
45°
Step-by-step explanation:
assuming thita = A
(sec^2A - 1)/(1 - cosec^2A) = - 1
tan^2A/ (-cot^2A) = - 1
tan^2A = cot^2A = tan^2A = 1/tan^2A
tan^4A = 1 => tan^4A = tan^4 45°
A = 45°
so the value of thita will be 45° .
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