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Simplifying 5(4[3(2 + x)]) + -5(-4[-3(2 + -1x)]) = 0 5(4[(2 * 3 + x * 3)]) + -5(-4[-3(2 + -1x)]) = 0 5(4[(6 + 3x)]) + -5(-4[-3(2 + -1x)]) = 0 5([6 * 4 + 3x * 4]) + -5(-4[-3(2 + -1x)]) = 0 5([24 + 12x]) + -5(-4[-3(2 + -1x)]) = 0 (24 * 5 + 12x * 5) + -5(-4[-3(2 + -1x)]) = 0 (120 + 60x) + -5(-4[-3(2 + -1x)]) = 0 120 + 60x + -5(-4[(2 * -3 + -1x * -3)]) = 0 120 + 60x + -5(-4[(-6 + 3x)]) = 0 120 + 60x + -5([-6 * -4 + 3x * -4]) = 0 120 + 60x + -5([24 + -12x]) = 0 120 + 60x + (24 * -5 + -12x * -5) = 0 120 + 60x + (-120 + 60x) = 0 Reorder the terms: 120 + -120 + 60x + 60x = 0 Combine like terms: 120 + -120 = 0 0 + 60x + 60x = 0 60x + 60x = 0 Combine like terms: 60x + 60x = 120x 120x = 0 Solving 120x = 0 Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Divide each side by '120'. x = 0.0 Simplifying x = 0.0
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