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Simplifying (z + -3i)(z2 + -3iz + -2) = P(z) Reorder the terms: (-3i + z)(z2 + -3iz + -2) = P(z) Reorder the terms: (-3i + z)(-2 + -3iz + z2) = P(z) Multiply (-3i + z) * (-2 + -3iz + z2) (-3i * (-2 + -3iz + z2) + z(-2 + -3iz + z2)) = P(z) ((-2 * -3i + -3iz * -3i + z2 * -3i) + z(-2 + -3iz + z2)) = P(z) Reorder the terms: ((6i + -3iz2 + 9i2z) + z(-2 + -3iz + z2)) = P(z) ((6i + -3iz2 + 9i2z) + z(-2 + -3iz + z2)) = P(z) (6i + -3iz2 + 9i2z + (-2 * z + -3iz * z + z2 * z)) = P(z) Reorder the terms: (6i + -3iz2 + 9i2z + (-3iz2 + -2z + z3)) = P(z) (6i + -3iz2 + 9i2z + (-3iz2 + -2z + z3)) = P(z) Reorder the terms: (6i + -3iz2 + -3iz2 + 9i2z + -2z + z3) = P(z) Combine like terms: -3iz2 + -3iz2 = -6iz2 (6i + -6iz2 + 9i2z + -2z + z3) = P(z) Multiply P * z 6i + -6iz2 + 9i2z + -2z + z3 = zP Solving 6i + -6iz2 + 9i2z + -2z + z3 = zP Solving for variable 'i'. Reorder the terms: 6i + -6iz2 + 9i2z + -2z + -1zP + z3 = zP + -1zP Combine like terms: zP + -1zP = 0 6i + -6iz2 + 9i2z + -2z + -1zP + z3 = 0 The solution to this equation could not be determined.
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