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Simplifying -1(m + x)(-1a + mx) = 0 Multiply (m + x) * (-1a + mx) -1(m(-1a + mx) + x(-1a + mx)) = 0 -1((-1a * m + mx * m) + x(-1a + mx)) = 0 -1((-1am + m2x) + x(-1a + mx)) = 0 -1(-1am + m2x + (-1a * x + mx * x)) = 0 -1(-1am + m2x + (-1ax + mx2)) = 0 Reorder the terms: -1(-1am + -1ax + mx2 + m2x) = 0 -1(-1am + -1ax + mx2 + m2x) = 0 (-1am * -1 + -1ax * -1 + mx2 * -1 + m2x * -1) = 0 (1am + 1ax + -1mx2 + -1m2x) = 0 Solving 1am + 1ax + -1mx2 + -1m2x = 0 Solving for variable 'a'. Move all terms containing a to the left, all other terms to the right. Add 'mx2' to each side of the equation. 1am + 1ax + -1mx2 + mx2 + -1m2x = 0 + mx2 Combine like terms: -1mx2 + mx2 = 0 1am + 1ax + 0 + -1m2x = 0 + mx2 1am + 1ax + -1m2x = 0 + mx2 Remove the zero: 1am + 1ax + -1m2x = mx2 Add 'm2x' to each side of the equation. 1am + 1ax + -1m2x + m2x = mx2 + m2x Combine like terms: -1m2x + m2x = 0 1am + 1ax + 0 = mx2 + m2x 1am + 1ax = mx2 + m2x Reorder the terms: 1am + 1ax + -1mx2 + -1m2x = mx2 + -1mx2 + m2x + -1m2x Combine like terms: mx2 + -1mx2 = 0 1am + 1ax + -1mx2 + -1m2x = 0 + m2x + -1m2x 1am + 1ax + -1mx2 + -1m2x = m2x + -1m2x Combine like terms: m2x + -1m2x = 0 1am + 1ax + -1mx2 + -1m2x = 0 The solution to this equation could not be determined.
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