If secA(1 + sinA) (1 – sin A) = k, then find the value of k.
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secA(1 + sinA) (1 – sin A) = k
=> secA(1-sin²A) = k
| (a+b)(a - b) = a²-b²
Therefore, secA×cos²A = k
| 1+sin²A = cos²A
Therefore, 1/cosA × cos²A = k
| secA = 1/cosA
Therefore, cosA = k
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