(1/1+sin^2A) + (1/1+cos^2A) + (1/1+sec^2A) + (1/1+cosec^2A)
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Answered by
2
Answer:
2
Step-by-step explanation:
(1/1+Sin²A) + (1/1+Cos²A) + [1/1+(1/Cos²A)] + [1/1+(1/Sin²A)]
= (1/1+Sin²A) + (1/1+Cos²A) + (Cos²A/1+Cos²A) + (Sin²A/1+Sin²A)
= (1+Sin²A) / (1+Sin²A) + (1+Cos²A) / (1+Cos²A)
= 1 + 1
= 2
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