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Simplifying (e + -1b)(c + -1d) = 0 Reorder the terms: (-1b + e)(c + -1d) = 0 Multiply (-1b + e) * (c + -1d) (-1b * (c + -1d) + e(c + -1d)) = 0 ((c * -1b + -1d * -1b) + e(c + -1d)) = 0 ((-1bc + 1bd) + e(c + -1d)) = 0 (-1bc + 1bd + (c * e + -1d * e)) = 0 (-1bc + 1bd + (ce + -1de)) = 0 (-1bc + 1bd + ce + -1de) = 0 Solving -1bc + 1bd + ce + -1de = 0 Solving for variable 'b'. Move all terms containing b to the left, all other terms to the right. Add '-1ce' to each side of the equation. -1bc + 1bd + ce + -1ce + -1de = 0 + -1ce Combine like terms: ce + -1ce = 0 -1bc + 1bd + 0 + -1de = 0 + -1ce -1bc + 1bd + -1de = 0 + -1ce Remove the zero: -1bc + 1bd + -1de = -1ce Add 'de' to each side of the equation. -1bc + 1bd + -1de + de = -1ce + de Combine like terms: -1de + de = 0 -1bc + 1bd + 0 = -1ce + de -1bc + 1bd = -1ce + de Reorder the terms: -1bc + 1bd + ce + -1de = -1ce + ce + de + -1de Combine like terms: -1ce + ce = 0 -1bc + 1bd + ce + -1de = 0 + de + -1de -1bc + 1bd + ce + -1de = de + -1de Combine like terms: de + -1de = 0 -1bc + 1bd + ce + -1de = 0 The solution to this equation could not be determined.
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