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Simplifying u(m + 11) + w(m + -12) = z(m + -1) * m Reorder the terms: u(11 + m) + w(m + -12) = z(m + -1) * m (11 * u + m * u) + w(m + -12) = z(m + -1) * m Reorder the terms: (mu + 11u) + w(m + -12) = z(m + -1) * m (mu + 11u) + w(m + -12) = z(m + -1) * m Reorder the terms: mu + 11u + w(-12 + m) = z(m + -1) * m mu + 11u + (-12 * w + m * w) = z(m + -1) * m Reorder the terms: mu + 11u + (mw + -12w) = z(m + -1) * m mu + 11u + (mw + -12w) = z(m + -1) * m Reorder the terms: mu + mw + 11u + -12w = z(m + -1) * m Reorder the terms: mu + mw + 11u + -12w = z(-1 + m) * m Reorder the terms for easier multiplication: mu + mw + 11u + -12w = z * m(-1 + m) Multiply z * m mu + mw + 11u + -12w = mz(-1 + m) mu + mw + 11u + -12w = (-1 * mz + m * mz) mu + mw + 11u + -12w = (-1mz + m2z) Solving mu + mw + 11u + -12w = -1mz + m2z Solving for variable 'm'. Reorder the terms: mu + mw + mz + -1m2z + 11u + -12w = -1mz + m2z + mz + -1m2z Reorder the terms: mu + mw + mz + -1m2z + 11u + -12w = -1mz + mz + m2z + -1m2z Combine like terms: -1mz + mz = 0 mu + mw + mz + -1m2z + 11u + -12w = 0 + m2z + -1m2z mu + mw + mz + -1m2z + 11u + -12w = m2z + -1m2z Combine like terms: m2z + -1m2z = 0 mu + mw + mz + -1m2z + 11u + -12w = 0 The solution to this equation could not be determined.
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