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Simplifying (3w + 1)(w2 + -4w + 2) = equation Reorder the terms: (1 + 3w)(w2 + -4w + 2) = equation Reorder the terms: (1 + 3w)(2 + -4w + w2) = equation Multiply (1 + 3w) * (2 + -4w + w2) (1(2 + -4w + w2) + 3w * (2 + -4w + w2)) = equation ((2 * 1 + -4w * 1 + w2 * 1) + 3w * (2 + -4w + w2)) = equation ((2 + -4w + 1w2) + 3w * (2 + -4w + w2)) = equation (2 + -4w + 1w2 + (2 * 3w + -4w * 3w + w2 * 3w)) = equation (2 + -4w + 1w2 + (6w + -12w2 + 3w3)) = equation Reorder the terms: (2 + -4w + 6w + 1w2 + -12w2 + 3w3) = equation Combine like terms: -4w + 6w = 2w (2 + 2w + 1w2 + -12w2 + 3w3) = equation Combine like terms: 1w2 + -12w2 = -11w2 (2 + 2w + -11w2 + 3w3) = equation Solving 2 + 2w + -11w2 + 3w3 = aeinoqtu Solving for variable 'w'. Reorder the terms: 2 + -1aeinoqtu + 2w + -11w2 + 3w3 = aeinoqtu + -1aeinoqtu Combine like terms: aeinoqtu + -1aeinoqtu = 0 2 + -1aeinoqtu + 2w + -11w2 + 3w3 = 0 The solution to this equation could not be determined.
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