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Simplifying [(x + 2) + -3w][(x + -2y) + 3w] = 0 Reorder the terms: [(2 + x) + -3w][(x + -2y) + 3w] = 0 Remove parenthesis around (2 + x) [2 + x + -3w][(x + -2y) + 3w] = 0 Reorder the terms: [2 + -3w + x][(x + -2y) + 3w] = 0 Remove parenthesis around (x + -2y) [2 + -3w + x][x + -2y + 3w] = 0 Reorder the terms: [2 + -3w + x][3w + x + -2y] = 0 Multiply [2 + -3w + x] * [3w + x + -2y] [2[3w + x + -2y] + -3w * [3w + x + -2y] + x[3w + x + -2y]] = 0 [[3w * 2 + x * 2 + -2y * 2] + -3w * [3w + x + -2y] + x[3w + x + -2y]] = 0 [[6w + 2x + -4y] + -3w * [3w + x + -2y] + x[3w + x + -2y]] = 0 [6w + 2x + -4y + [3w * -3w + x * -3w + -2y * -3w] + x[3w + x + -2y]] = 0 Reorder the terms: [6w + 2x + -4y + [-3wx + 6wy + -9w2] + x[3w + x + -2y]] = 0 [6w + 2x + -4y + [-3wx + 6wy + -9w2] + x[3w + x + -2y]] = 0 [6w + 2x + -4y + -3wx + 6wy + -9w2 + [3w * x + x * x + -2y * x]] = 0 Reorder the terms: [6w + 2x + -4y + -3wx + 6wy + -9w2 + [3wx + -2xy + x2]] = 0 [6w + 2x + -4y + -3wx + 6wy + -9w2 + [3wx + -2xy + x2]] = 0 Reorder the terms: [6w + -3wx + 3wx + 6wy + -9w2 + 2x + -2xy + x2 + -4y] = 0 Combine like terms: -3wx + 3wx = 0 [6w + 0 + 6wy + -9w2 + 2x + -2xy + x2 + -4y] = 0 [6w + 6wy + -9w2 + 2x + -2xy + x2 + -4y] = 0 Solving 6w + 6wy + -9w2 + 2x + -2xy + x2 + -4y = 0 Solving for variable 'w'. The solution to this equation could not be determined.
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