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Simplifying (b + g)(b + g)(b + g) = 0 Multiply (b + g) * (b + g) (b(b + g) + g(b + g))(b + g) = 0 ((b * b + g * b) + g(b + g))(b + g) = 0 Reorder the terms: ((bg + b2) + g(b + g))(b + g) = 0 ((bg + b2) + g(b + g))(b + g) = 0 (bg + b2 + (b * g + g * g))(b + g) = 0 (bg + b2 + (bg + g2))(b + g) = 0 Reorder the terms: (bg + bg + b2 + g2)(b + g) = 0 Combine like terms: bg + bg = 2bg (2bg + b2 + g2)(b + g) = 0 Multiply (2bg + b2 + g2) * (b + g) (2bg * (b + g) + b2(b + g) + g2(b + g)) = 0 ((b * 2bg + g * 2bg) + b2(b + g) + g2(b + g)) = 0 Reorder the terms: ((2bg2 + 2b2g) + b2(b + g) + g2(b + g)) = 0 ((2bg2 + 2b2g) + b2(b + g) + g2(b + g)) = 0 (2bg2 + 2b2g + (b * b2 + g * b2) + g2(b + g)) = 0 Reorder the terms: (2bg2 + 2b2g + (b2g + b3) + g2(b + g)) = 0 (2bg2 + 2b2g + (b2g + b3) + g2(b + g)) = 0 (2bg2 + 2b2g + b2g + b3 + (b * g2 + g * g2)) = 0 (2bg2 + 2b2g + b2g + b3 + (bg2 + g3)) = 0 Reorder the terms: (2bg2 + bg2 + 2b2g + b2g + b3 + g3) = 0 Combine like terms: 2bg2 + bg2 = 3bg2 (3bg2 + 2b2g + b2g + b3 + g3) = 0 Combine like terms: 2b2g + b2g = 3b2g (3bg2 + 3b2g + b3 + g3) = 0 Solving 3bg2 + 3b2g + b3 + g3 = 0 Solving for variable 'b'. The solution to this equation could not be determined.
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