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Simplifying (3z + -2)(2z + -3) = 2(z + -3)(3z + 5) + 1 Reorder the terms: (-2 + 3z)(2z + -3) = 2(z + -3)(3z + 5) + 1 Reorder the terms: (-2 + 3z)(-3 + 2z) = 2(z + -3)(3z + 5) + 1 Multiply (-2 + 3z) * (-3 + 2z) (-2(-3 + 2z) + 3z * (-3 + 2z)) = 2(z + -3)(3z + 5) + 1 ((-3 * -2 + 2z * -2) + 3z * (-3 + 2z)) = 2(z + -3)(3z + 5) + 1 ((6 + -4z) + 3z * (-3 + 2z)) = 2(z + -3)(3z + 5) + 1 (6 + -4z + (-3 * 3z + 2z * 3z)) = 2(z + -3)(3z + 5) + 1 (6 + -4z + (-9z + 6z2)) = 2(z + -3)(3z + 5) + 1 Combine like terms: -4z + -9z = -13z (6 + -13z + 6z2) = 2(z + -3)(3z + 5) + 1 Reorder the terms: 6 + -13z + 6z2 = 2(-3 + z)(3z + 5) + 1 Reorder the terms: 6 + -13z + 6z2 = 2(-3 + z)(5 + 3z) + 1 Multiply (-3 + z) * (5 + 3z) 6 + -13z + 6z2 = 2(-3(5 + 3z) + z(5 + 3z)) + 1 6 + -13z + 6z2 = 2((5 * -3 + 3z * -3) + z(5 + 3z)) + 1 6 + -13z + 6z2 = 2((-15 + -9z) + z(5 + 3z)) + 1 6 + -13z + 6z2 = 2(-15 + -9z + (5 * z + 3z * z)) + 1 6 + -13z + 6z2 = 2(-15 + -9z + (5z + 3z2)) + 1 Combine like terms: -9z + 5z = -4z 6 + -13z + 6z2 = 2(-15 + -4z + 3z2) + 1 6 + -13z + 6z2 = (-15 * 2 + -4z * 2 + 3z2 * 2) + 1 6 + -13z + 6z2 = (-30 + -8z + 6z2) + 1 Reorder the terms: 6 + -13z + 6z2 = -30 + 1 + -8z + 6z2 Combine like terms: -30 + 1 = -29 6 + -13z + 6z2 = -29 + -8z + 6z2 Add '-6z2' to each side of the equation. 6 + -13z + 6z2 + -6z2 = -29 + -8z + 6z2 + -6z2 Combine like terms: 6z2 + -6z2 = 0 6 + -13z + 0 = -29 + -8z + 6z2 + -6z2 6 + -13z = -29 + -8z + 6z2 + -6z2 Combine like terms: 6z2 + -6z2 = 0 6 + -13z = -29 + -8z + 0 6 + -13z = -29 + -8z Solving 6 + -13z = -29 + -8z Solving for variable 'z'. Move all terms containing z to the left, all other terms to the right. Add '8z' to each side of the equation. 6 + -13z + 8z = -29 + -8z + 8z Combine like terms: -13z + 8z = -5z 6 + -5z = -29 + -8z + 8z Combine like terms: -8z + 8z = 0 6 + -5z = -29 + 0 6 + -5z = -29 Add '-6' to each side of the equation. 6 + -6 + -5z = -29 + -6 Combine like terms: 6 + -6 = 0 0 + -5z = -29 + -6 -5z = -29 + -6 Combine like terms: -29 + -6 = -35 -5z = -35 Divide each side by '-5'. z = 7 Simplifying z = 7
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