(x+2i)(x-2i)[x-(2+i)][x-(2-i)]=

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Solution for (x+2i)(x-2i)[x-(2+i)][x-(2-i)]= equation:

Simplifying
(x + 2i)(x + -2i)[x + -1(2 + i)][x + -1(2 + -1i)] = 0

Reorder the terms:
(2i + x)(x + -2i)[x + -1(2 + i)][x + -1(2 + -1i)] = 0

Reorder the terms:
(2i + x)(-2i + x)[x + -1(2 + i)][x + -1(2 + -1i)] = 0
(2i + x)(-2i + x)[x + (2 * -1 + i * -1)][x + -1(2 + -1i)] = 0
(2i + x)(-2i + x)[x + (-2 + -1i)][x + -1(2 + -1i)] = 0

Reorder the terms:
(2i + x)(-2i + x)[-2 + -1i + x][x + -1(2 + -1i)] = 0
(2i + x)(-2i + x)[-2 + -1i + x][x + (2 * -1 + -1i * -1)] = 0
(2i + x)(-2i + x)[-2 + -1i + x][x + (-2 + 1i)] = 0

Reorder the terms:
(2i + x)(-2i + x)[-2 + -1i + x][-2 + 1i + x] = 0

Multiply (2i + x) * (-2i + x)
(2i * (-2i + x) + x(-2i + x))[-2 + -1i + x][-2 + 1i + x] = 0
((-2i * 2i + x * 2i) + x(-2i + x))[-2 + -1i + x][-2 + 1i + x] = 0

Reorder the terms:
((2ix + -4i²) + x(-2i + x))[-2 + -1i + x][-2 + 1i + x] = 0
((2ix + -4i²) + x(-2i + x))[-2 + -1i + x][-2 + 1i + x] = 0
(2ix + -4i² + (-2i * x + x * x))[-2 + -1i + x][-2 + 1i + x] = 0
(2ix + -4i² + (-2ix + x²))[-2 + -1i + x][-2 + 1i + x] = 0

Reorder the terms:
(2ix + -2ix + -4i² + x²)[-2 + -1i + x][-2 + 1i + x] = 0

Combine like terms: 2ix + -2ix = 0
(0 + -4i² + x²)[-2 + -1i + x][-2 + 1i + x] = 0
(-4i² + x²)[-2 + -1i + x][-2 + 1i + x] = 0

Multiply (-4i² + x²) * [-2 + -1i + x]
(-4i² * [-2 + -1i + x] + x²[-2 + -1i + x])[-2 + 1i + x] = 0
([-2 * -4i² + -1i * -4i² + x * -4i²] + x²[-2 + -1i + x])[-2 + 1i + x] = 0

Reorder the terms:
([8i² + -4i²x + 4i³] + x²[-2 + -1i + x])[-2 + 1i + x] = 0
([8i² + -4i²x + 4i³] + x²[-2 + -1i + x])[-2 + 1i + x] = 0
(8i² + -4i²x + 4i³ + [-2 * x² + -1i * x² + x * x²])[-2 + 1i + x] = 0

Reorder the terms:
(8i² + -4i²x + 4i³ + [-1ix² + -2x² + x³])[-2 + 1i + x] = 0
(8i² + -4i²x + 4i³ + [-1ix² + -2x² + x³])[-2 + 1i + x] = 0

Reorder the terms:
(-1ix² + 8i² + -4i²x + 4i³ + -2x² + x³)[-2 + 1i + x] = 0
(-1ix² + 8i² + -4i²x + 4i³ + -2x² + x³)[-2 + 1i + x] = 0

Multiply (-1ix² + 8i² + -4i²x + 4i³ + -2x² + x³) * [-2 + 1i + x]
(-1ix² * [-2 + 1i + x] + 8i² * [-2 + 1i + x] + -4i²x * [-2 + 1i + x] + 4i³ * [-2 + 1i + x] + -2x² * [-2 + 1i + x] + x³[-2 + 1i + x]) = 0
([-2 * -1ix² + 1i * -1ix² + x * -1ix²] + 8i² * [-2 + 1i + x] + -4i²x * [-2 + 1i + x] + 4i³ * [-2 + 1i + x] + -2x² * [-2 + 1i + x] + x³[-2 + 1i + x]) = 0

Reorder the terms:
([2ix² + -1ix³ + -1i²x²] + 8i² * [-2 + 1i + x] + -4i²x * [-2 + 1i + x] + 4i³ * [-2 + 1i + x] + -2x² * [-2 + 1i + x] + x³[-2 + 1i + x]) = 0
([2ix² + -1ix³ + -1i²x²] + 8i² * [-2 + 1i + x] + -4i²x * [-2 + 1i + x] + 4i³ * [-2 + 1i + x] + -2x² * [-2 + 1i + x] + x³[-2 + 1i + x]) = 0
(2ix² + -1ix³ + -1i²x² + [-2 * 8i² + 1i * 8i² + x * 8i²] + -4i²x * [-2 + 1i + x] + 4i³ * [-2 + 1i + x] + -2x² * [-2 + 1i + x] + x³[-2 + 1i + x]) = 0

Reorder the terms:
(2ix² + -1ix³ + -1i²x² + [-16i² + 8i²x + 8i³] + -4i²x * [-2 + 1i + x] + 4i³ * [-2 + 1i + x] + -2x² * [-2 + 1i + x] + x³[-2 + 1i + x]) = 0
(2ix² + -1ix³ + -1i²x² + [-16i² + 8i²x + 8i³] + -4i²x * [-2 + 1i + x] + 4i³ * [-2 + 1i + x] + -2x² * [-2 + 1i + x] + x³[-2 + 1i + x]) = 0
(2ix² + -1ix³ + -1i²x² + -16i² + 8i²x + 8i³ + [-2 * -4i²x + 1i * -4i²x + x * -4i²x] + 4i³ * [-2 + 1i + x] + -2x² * [-2 + 1i + x] + x³[-2 + 1i + x]) = 0

Reorder the terms:
(2ix² + -1ix³ + -1i²x² + -16i² + 8i²x + 8i³ + [8i²x + -4i²x² + -4i³x] + 4i³ * [-2 + 1i + x] + -2x² * [-2 + 1i + x] + x³[-2 + 1i + x]) = 0
(2ix² + -1ix³ + -1i²x² + -16i² + 8i²x + 8i³ + [8i²x + -4i²x² + -4i³x] + 4i³ * [-2 + 1i + x] + -2x² * [-2 + 1i + x] + x³[-2 + 1i + x]) = 0
(2ix² + -1ix³ + -1i²x² + -16i² + 8i²x + 8i³ + 8i²x + -4i²x² + -4i³x + [-2 * 4i³ + 1i * 4i³ + x * 4i³] + -2x² * [-2 + 1i + x] + x³[-2 + 1i + x]) = 0

Reorder the terms:
(2ix² + -1ix³ + -1i²x² + -16i² + 8i²x + 8i³ + 8i²x + -4i²x² + -4i³x + [-8i³ + 4i³x + 4i⁴] + -2x² * [-2 + 1i + x] + x³[-2 + 1i + x]) = 0
(2ix² + -1ix³ + -1i²x² + -16i² + 8i²x + 8i³ + 8i²x + -4i²x² + -4i³x + [-8i³ + 4i³x + 4i⁴] + -2x² * [-2 + 1i + x] + x³[-2 + 1i + x]) = 0
(2ix² + -1ix³ + -1i²x² + -16i² + 8i²x + 8i³ + 8i²x + -4i²x² + -4i³x + -8i³ + 4i³x + 4i⁴ + [-2 * -2x² + 1i * -2x² + x * -2x²] + x³[-2 + 1i + x]) = 0

Reorder the terms:
(2ix² + -1ix³ + -1i²x² + -16i² + 8i²x + 8i³ + 8i²x + -4i²x² + -4i³x + -8i³ + 4i³x + 4i⁴ + [-2ix² + 4x² + -2x³] + x³[-2 + 1i + x]) = 0
(2ix² + -1ix³ + -1i²x² + -16i² + 8i²x + 8i³ + 8i²x + -4i²x² + -4i³x + -8i³ + 4i³x + 4i⁴ + [-2ix² + 4x² + -2x³] + x³[-2 + 1i + x]) = 0
(2ix² + -1ix³ + -1i²x² + -16i² + 8i²x + 8i³ + 8i²x + -4i²x² + -4i³x + -8i³ + 4i³x + 4i⁴ + -2ix² + 4x² + -2x³ + [-2 * x³ + 1i * x³ + x * x³]) = 0

Reorder the terms:
(2ix² + -1ix³ + -1i²x² + -16i² + 8i²x + 8i³ + 8i²x + -4i²x² + -4i³x + -8i³ + 4i³x + 4i⁴ + -2ix² + 4x² + -2x³ + [1ix³ + -2x³ + x⁴]) = 0
(2ix² + -1ix³ + -1i²x² + -16i² + 8i²x + 8i³ + 8i²x + -4i²x² + -4i³x + -8i³ + 4i³x + 4i⁴ + -2ix² + 4x² + -2x³ + [1ix³ + -2x³ + x⁴]) = 0

Reorder the terms:
(2ix² + -2ix² + -1ix³ + 1ix³ + -16i² + 8i²x + 8i²x + -1i²x² + -4i²x² + 8i³ + -8i³ + -4i³x + 4i³x + 4i⁴ + 4x² + -2x³ + -2x³ + x⁴) = 0

Combine like terms: 2ix² + -2ix² = 0
(0 + -1ix³ + 1ix³ + -16i² + 8i²x + 8i²x + -1i²x² + -4i²x² + 8i³ + -8i³ + -4i³x + 4i³x + 4i⁴ + 4x² + -2x³ + -2x³ + x⁴) = 0
(-1ix³ + 1ix³ + -16i² + 8i²x + 8i²x + -1i²x² + -4i²x² + 8i³ + -8i³ + -4i³x + 4i³x + 4i⁴ + 4x² + -2x³ + -2x³ + x⁴) = 0

Combine like terms: -1ix³ + 1ix³ = 0
(0 + -16i² + 8i²x + 8i²x + -1i²x² + -4i²x² + 8i³ + -8i³ + -4i³x + 4i³x + 4i⁴ + 4x² + -2x³ + -2x³ + x⁴) = 0
(-16i² + 8i²x + 8i²x + -1i²x² + -4i²x² + 8i³ + -8i³ + -4i³x + 4i³x + 4i⁴ + 4x² + -2x³ + -2x³ + x⁴) = 0

Combine like terms: 8i²x + 8i²x = 16i²x
(-16i² + 16i²x + -1i²x² + -4i²x² + 8i³ + -8i³ + -4i³x + 4i³x + 4i⁴ + 4x² + -2x³ + -2x³ + x⁴) = 0

Combine like terms: -1i²x² + -4i²x² = -5i²x²
(-16i² + 16i²x + -5i²x² + 8i³ + -8i³ + -4i³x + 4i³x + 4i⁴ + 4x² + -2x³ + -2x³ + x⁴) = 0

Combine like terms: 8i³ + -8i³ = 0
(-16i² + 16i²x + -5i²x² + 0 + -4i³x + 4i³x + 4i⁴ + 4x² + -2x³ + -2x³ + x⁴) = 0
(-16i² + 16i²x + -5i²x² + -4i³x + 4i³x + 4i⁴ + 4x² + -2x³ + -2x³ + x⁴) = 0

Combine like terms: -4i³x + 4i³x = 0
(-16i² + 16i²x + -5i²x² + 0 + 4i⁴ + 4x² + -2x³ + -2x³ + x⁴) = 0
(-16i² + 16i²x + -5i²x² + 4i⁴ + 4x² + -2x³ + -2x³ + x⁴) = 0

Combine like terms: -2x³ + -2x³ = -4x³
(-16i² + 16i²x + -5i²x² + 4i⁴ + 4x² + -4x³ + x⁴) = 0

Solving
-16i² + 16i²x + -5i²x² + 4i⁴ + 4x² + -4x³ + x⁴ = 0

Solving for variable 'i'.

The solution to this equation could not be determined.

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(x+2i)(x-2i)[x-(2+i)][x-(2-i)]=

Simple and best practice solution for (x+2i)(x-2i)[x-(2+i)][x-(2-i)]= equation. Check how easy it is, and learn it for the future. Our solution is simple, and easy to understand, so don`t hesitate to use it as a solution of your homework.

Solution for (x+2i)(x-2i)[x-(2+i)][x-(2-i)]= equation:

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