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Simplifying (5z + -6y)(5z + 6) = 0 Reorder the terms: (-6y + 5z)(5z + 6) = 0 Reorder the terms: (-6y + 5z)(6 + 5z) = 0 Multiply (-6y + 5z) * (6 + 5z) (-6y * (6 + 5z) + 5z * (6 + 5z)) = 0 ((6 * -6y + 5z * -6y) + 5z * (6 + 5z)) = 0 ((-36y + -30yz) + 5z * (6 + 5z)) = 0 (-36y + -30yz + (6 * 5z + 5z * 5z)) = 0 (-36y + -30yz + (30z + 25z2)) = 0 (-36y + -30yz + 30z + 25z2) = 0 Solving -36y + -30yz + 30z + 25z2 = 0 Solving for variable 'y'. Move all terms containing y to the left, all other terms to the right. Add '-30z' to each side of the equation. -36y + -30yz + 30z + -30z + 25z2 = 0 + -30z Combine like terms: 30z + -30z = 0 -36y + -30yz + 0 + 25z2 = 0 + -30z -36y + -30yz + 25z2 = 0 + -30z Remove the zero: -36y + -30yz + 25z2 = -30z Add '-25z2' to each side of the equation. -36y + -30yz + 25z2 + -25z2 = -30z + -25z2 Combine like terms: 25z2 + -25z2 = 0 -36y + -30yz + 0 = -30z + -25z2 -36y + -30yz = -30z + -25z2 Reorder the terms: -36y + -30yz + 30z + 25z2 = -30z + 30z + -25z2 + 25z2 Combine like terms: -30z + 30z = 0 -36y + -30yz + 30z + 25z2 = 0 + -25z2 + 25z2 -36y + -30yz + 30z + 25z2 = -25z2 + 25z2 Combine like terms: -25z2 + 25z2 = 0 -36y + -30yz + 30z + 25z2 = 0 The solution to this equation could not be determined.
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