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Simplifying f(e + -1a + -1c) = e(f + -1b + -1(1000 + -1c)) Reorder the terms: f(-1a + -1c + e) = e(f + -1b + -1(1000 + -1c)) (-1a * f + -1c * f + e * f) = e(f + -1b + -1(1000 + -1c)) (-1af + -1cf + ef) = e(f + -1b + -1(1000 + -1c)) -1af + -1cf + ef = e(f + -1b + (1000 * -1 + -1c * -1)) -1af + -1cf + ef = e(f + -1b + (-1000 + 1c)) Reorder the terms: -1af + -1cf + ef = e(-1000 + -1b + 1c + f) -1af + -1cf + ef = (-1000 * e + -1b * e + 1c * e + f * e) Reorder the terms: -1af + -1cf + ef = (-1be + 1ce + -1000e + ef) -1af + -1cf + ef = (-1be + 1ce + -1000e + ef) Add '-1ef' to each side of the equation. -1af + -1cf + ef + -1ef = -1be + 1ce + -1000e + ef + -1ef Combine like terms: ef + -1ef = 0 -1af + -1cf + 0 = -1be + 1ce + -1000e + ef + -1ef -1af + -1cf = -1be + 1ce + -1000e + ef + -1ef Combine like terms: ef + -1ef = 0 -1af + -1cf = -1be + 1ce + -1000e + 0 -1af + -1cf = -1be + 1ce + -1000e Solving -1af + -1cf = -1be + 1ce + -1000e Solving for variable 'a'. Move all terms containing a to the left, all other terms to the right. Add 'cf' to each side of the equation. -1af + -1cf + cf = -1be + 1ce + cf + -1000e Combine like terms: -1cf + cf = 0 -1af + 0 = -1be + 1ce + cf + -1000e -1af = -1be + 1ce + cf + -1000e Divide each side by '-1f'. a = bef-1 + -1cef-1 + -1c + 1000ef-1 Simplifying a = bef-1 + -1cef-1 + -1c + 1000ef-1 Reorder the terms: a = bef-1 + -1c + -1cef-1 + 1000ef-1
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