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Simplifying 0 = ab + xy(3x + -6z) * 2yz Reorder the terms for easier multiplication: 0 = ab + 2xy * yz(3x + -6z) Multiply xy * yz 0 = ab + 2xy2z(3x + -6z) 0 = ab + (3x * 2xy2z + -6z * 2xy2z) Reorder the terms: 0 = ab + (-12xy2z2 + 6x2y2z) 0 = ab + (-12xy2z2 + 6x2y2z) Solving 0 = ab + -12xy2z2 + 6x2y2z Solving for variable 'a'. Move all terms containing a to the left, all other terms to the right. Add '-1ab' to each side of the equation. 0 + -1ab = ab + -12xy2z2 + -1ab + 6x2y2z Remove the zero: -1ab = ab + -12xy2z2 + -1ab + 6x2y2z Reorder the terms: -1ab = ab + -1ab + -12xy2z2 + 6x2y2z Combine like terms: ab + -1ab = 0 -1ab = 0 + -12xy2z2 + 6x2y2z -1ab = -12xy2z2 + 6x2y2z Divide each side by '-1b'. a = 12b-1xy2z2 + -6b-1x2y2z Simplifying a = 12b-1xy2z2 + -6b-1x2y2z
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