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Simplifying (abs(5x + 9)) = (abs(5x + -4)) Reorder the terms: (abs(9 + 5x)) = (abs(5x + -4)) ((9 * abs + 5x * abs)) = (abs(5x + -4)) ((9abs + 5absx)) = (abs(5x + -4)) (9abs + 5absx) = (abs(5x + -4)) Remove parenthesis around (9abs + 5absx) 9abs + 5absx = (abs(5x + -4)) Reorder the terms: 9abs + 5absx = (abs(-4 + 5x)) 9abs + 5absx = ((-4 * abs + 5x * abs)) 9abs + 5absx = ((-4abs + 5absx)) 9abs + 5absx = (-4abs + 5absx) Remove parenthesis around (-4abs + 5absx) 9abs + 5absx = -4abs + 5absx Add '-5absx' to each side of the equation. 9abs + 5absx + -5absx = -4abs + 5absx + -5absx Combine like terms: 5absx + -5absx = 0 9abs + 0 = -4abs + 5absx + -5absx 9abs = -4abs + 5absx + -5absx Combine like terms: 5absx + -5absx = 0 9abs = -4abs + 0 9abs = -4abs Solving 9abs = -4abs Solving for variable 'a'. Move all terms containing a to the left, all other terms to the right. Add '4abs' to each side of the equation. 9abs + 4abs = -4abs + 4abs Combine like terms: 9abs + 4abs = 13abs 13abs = -4abs + 4abs Combine like terms: -4abs + 4abs = 0 13abs = 0 Divide each side by '13'. abs = 0 Simplifying abs = 0 The solution to this equation could not be determined.
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