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Simplifying tan2(x) + -1sec(x) = -1 + sin(-1x) + sec2(x) Multiply an2t * x an2tx + -1sec(x) = -1 + sin(-1x) + sec2(x) Multiply ces * x an2tx + -1cesx = -1 + sin(-1x) + sec2(x) Remove parenthesis around (-1x) an2tx + -1cesx = -1 + ins * -1x + sec2(x) Reorder the terms for easier multiplication: an2tx + -1cesx = -1 + -1ins * x + sec2(x) Multiply ins * x an2tx + -1cesx = -1 + -1insx + sec2(x) Multiply c2es * x an2tx + -1cesx = -1 + -1insx + c2esx Reorder the terms: an2tx + -1cesx = -1 + c2esx + -1insx Solving an2tx + -1cesx = -1 + c2esx + -1insx Solving for variable 'a'. Move all terms containing a to the left, all other terms to the right. Add 'cesx' to each side of the equation. an2tx + -1cesx + cesx = -1 + c2esx + cesx + -1insx Combine like terms: -1cesx + cesx = 0 an2tx + 0 = -1 + c2esx + cesx + -1insx an2tx = -1 + c2esx + cesx + -1insx Reorder the terms: an2tx = -1 + cesx + c2esx + -1insx Divide each side by 'n2tx'. a = -1n-2t-1x-1 + cen-2st-1 + c2en-2st-1 + -1in-1st-1 Simplifying a = -1n-2t-1x-1 + cen-2st-1 + c2en-2st-1 + -1in-1st-1 Reorder the terms: a = cen-2st-1 + c2en-2st-1 + -1in-1st-1 + -1n-2t-1x-1
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