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Simplifying (1 + 5i)(-1i) + -1(4 + 3i)(4 + -3i) = equation Remove parenthesis around (-1i) (1 + 5i) * -1i + -1(4 + 3i)(4 + -3i) = equation Reorder the terms for easier multiplication: -1i(1 + 5i) + -1(4 + 3i)(4 + -3i) = equation (1 * -1i + 5i * -1i) + -1(4 + 3i)(4 + -3i) = equation (-1i + -5i2) + -1(4 + 3i)(4 + -3i) = equation Multiply (4 + 3i) * (4 + -3i) -1i + -5i2 + -1(4(4 + -3i) + 3i * (4 + -3i)) = equation -1i + -5i2 + -1((4 * 4 + -3i * 4) + 3i * (4 + -3i)) = equation -1i + -5i2 + -1((16 + -12i) + 3i * (4 + -3i)) = equation -1i + -5i2 + -1(16 + -12i + (4 * 3i + -3i * 3i)) = equation -1i + -5i2 + -1(16 + -12i + (12i + -9i2)) = equation Combine like terms: -12i + 12i = 0 -1i + -5i2 + -1(16 + 0 + -9i2) = equation -1i + -5i2 + -1(16 + -9i2) = equation -1i + -5i2 + (16 * -1 + -9i2 * -1) = equation -1i + -5i2 + (-16 + 9i2) = equation Reorder the terms: -16 + -1i + -5i2 + 9i2 = equation Combine like terms: -5i2 + 9i2 = 4i2 -16 + -1i + 4i2 = equation Solving -16 + -1i + 4i2 = aeinoqtu Solving for variable 'i'. Reorder the terms: -16 + -1aeinoqtu + -1i + 4i2 = aeinoqtu + -1aeinoqtu Combine like terms: aeinoqtu + -1aeinoqtu = 0 -16 + -1aeinoqtu + -1i + 4i2 = 0 The solution to this equation could not be determined.
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