(x-7)[x-(9-2i)][x-(9+2i)]=

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Solution for (x-7)[x-(9-2i)][x-(9+2i)]= equation:

Simplifying
(x + -7)[x + -1(9 + -2i)][x + -1(9 + 2i)] = 0

Reorder the terms:
(-7 + x)[x + -1(9 + -2i)][x + -1(9 + 2i)] = 0
(-7 + x)[x + (9 * -1 + -2i * -1)][x + -1(9 + 2i)] = 0
(-7 + x)[x + (-9 + 2i)][x + -1(9 + 2i)] = 0

Reorder the terms:
(-7 + x)[-9 + 2i + x][x + -1(9 + 2i)] = 0
(-7 + x)[-9 + 2i + x][x + (9 * -1 + 2i * -1)] = 0
(-7 + x)[-9 + 2i + x][x + (-9 + -2i)] = 0

Reorder the terms:
(-7 + x)[-9 + 2i + x][-9 + -2i + x] = 0

Multiply (-7 + x) * [-9 + 2i + x]
(-7[-9 + 2i + x] + x[-9 + 2i + x])[-9 + -2i + x] = 0
([-9 * -7 + 2i * -7 + x * -7] + x[-9 + 2i + x])[-9 + -2i + x] = 0
([63 + -14i + -7x] + x[-9 + 2i + x])[-9 + -2i + x] = 0
(63 + -14i + -7x + [-9 * x + 2i * x + x * x])[-9 + -2i + x] = 0

Reorder the terms:
(63 + -14i + -7x + [2ix + -9x + x²])[-9 + -2i + x] = 0
(63 + -14i + -7x + [2ix + -9x + x²])[-9 + -2i + x] = 0

Reorder the terms:
(63 + -14i + 2ix + -7x + -9x + x²)[-9 + -2i + x] = 0

Combine like terms: -7x + -9x = -16x
(63 + -14i + 2ix + -16x + x²)[-9 + -2i + x] = 0

Multiply (63 + -14i + 2ix + -16x + x²) * [-9 + -2i + x]
(63[-9 + -2i + x] + -14i * [-9 + -2i + x] + 2ix * [-9 + -2i + x] + -16x * [-9 + -2i + x] + x²[-9 + -2i + x]) = 0
([-9 * 63 + -2i * 63 + x * 63] + -14i * [-9 + -2i + x] + 2ix * [-9 + -2i + x] + -16x * [-9 + -2i + x] + x²[-9 + -2i + x]) = 0
([-567 + -126i + 63x] + -14i * [-9 + -2i + x] + 2ix * [-9 + -2i + x] + -16x * [-9 + -2i + x] + x²[-9 + -2i + x]) = 0
(-567 + -126i + 63x + [-9 * -14i + -2i * -14i + x * -14i] + 2ix * [-9 + -2i + x] + -16x * [-9 + -2i + x] + x²[-9 + -2i + x]) = 0

Reorder the terms:
(-567 + -126i + 63x + [126i + -14ix + 28i²] + 2ix * [-9 + -2i + x] + -16x * [-9 + -2i + x] + x²[-9 + -2i + x]) = 0
(-567 + -126i + 63x + [126i + -14ix + 28i²] + 2ix * [-9 + -2i + x] + -16x * [-9 + -2i + x] + x²[-9 + -2i + x]) = 0
(-567 + -126i + 63x + 126i + -14ix + 28i² + [-9 * 2ix + -2i * 2ix + x * 2ix] + -16x * [-9 + -2i + x] + x²[-9 + -2i + x]) = 0

Reorder the terms:
(-567 + -126i + 63x + 126i + -14ix + 28i² + [-18ix + 2ix² + -4i²x] + -16x * [-9 + -2i + x] + x²[-9 + -2i + x]) = 0
(-567 + -126i + 63x + 126i + -14ix + 28i² + [-18ix + 2ix² + -4i²x] + -16x * [-9 + -2i + x] + x²[-9 + -2i + x]) = 0
(-567 + -126i + 63x + 126i + -14ix + 28i² + -18ix + 2ix² + -4i²x + [-9 * -16x + -2i * -16x + x * -16x] + x²[-9 + -2i + x]) = 0

Reorder the terms:
(-567 + -126i + 63x + 126i + -14ix + 28i² + -18ix + 2ix² + -4i²x + [32ix + 144x + -16x²] + x²[-9 + -2i + x]) = 0
(-567 + -126i + 63x + 126i + -14ix + 28i² + -18ix + 2ix² + -4i²x + [32ix + 144x + -16x²] + x²[-9 + -2i + x]) = 0
(-567 + -126i + 63x + 126i + -14ix + 28i² + -18ix + 2ix² + -4i²x + 32ix + 144x + -16x² + [-9 * x² + -2i * x² + x * x²]) = 0

Reorder the terms:
(-567 + -126i + 63x + 126i + -14ix + 28i² + -18ix + 2ix² + -4i²x + 32ix + 144x + -16x² + [-2ix² + -9x² + x³]) = 0
(-567 + -126i + 63x + 126i + -14ix + 28i² + -18ix + 2ix² + -4i²x + 32ix + 144x + -16x² + [-2ix² + -9x² + x³]) = 0

Reorder the terms:
(-567 + -126i + 126i + -14ix + -18ix + 32ix + 2ix² + -2ix² + 28i² + -4i²x + 63x + 144x + -16x² + -9x² + x³) = 0

Combine like terms: -126i + 126i = 0
(-567 + 0 + -14ix + -18ix + 32ix + 2ix² + -2ix² + 28i² + -4i²x + 63x + 144x + -16x² + -9x² + x³) = 0
(-567 + -14ix + -18ix + 32ix + 2ix² + -2ix² + 28i² + -4i²x + 63x + 144x + -16x² + -9x² + x³) = 0

Combine like terms: -14ix + -18ix = -32ix
(-567 + -32ix + 32ix + 2ix² + -2ix² + 28i² + -4i²x + 63x + 144x + -16x² + -9x² + x³) = 0

Combine like terms: -32ix + 32ix = 0
(-567 + 0 + 2ix² + -2ix² + 28i² + -4i²x + 63x + 144x + -16x² + -9x² + x³) = 0
(-567 + 2ix² + -2ix² + 28i² + -4i²x + 63x + 144x + -16x² + -9x² + x³) = 0

Combine like terms: 2ix² + -2ix² = 0
(-567 + 0 + 28i² + -4i²x + 63x + 144x + -16x² + -9x² + x³) = 0
(-567 + 28i² + -4i²x + 63x + 144x + -16x² + -9x² + x³) = 0

Combine like terms: 63x + 144x = 207x
(-567 + 28i² + -4i²x + 207x + -16x² + -9x² + x³) = 0

Combine like terms: -16x² + -9x² = -25x²
(-567 + 28i² + -4i²x + 207x + -25x² + x³) = 0

Solving
-567 + 28i² + -4i²x + 207x + -25x² + x³ = 0

Solving for variable 'i'.

Move all terms containing i to the left, all other terms to the right.

Add '567' to each side of the equation.
-567 + 28i² + -4i²x + 207x + -25x² + 567 + x³ = 0 + 567

Reorder the terms:
-567 + 567 + 28i² + -4i²x + 207x + -25x² + x³ = 0 + 567

Combine like terms: -567 + 567 = 0
0 + 28i² + -4i²x + 207x + -25x² + x³ = 0 + 567
28i² + -4i²x + 207x + -25x² + x³ = 0 + 567

Combine like terms: 0 + 567 = 567
28i² + -4i²x + 207x + -25x² + x³ = 567

Add '-207x' to each side of the equation.
28i² + -4i²x + 207x + -25x² + -207x + x³ = 567 + -207x

Reorder the terms:
28i² + -4i²x + 207x + -207x + -25x² + x³ = 567 + -207x

Combine like terms: 207x + -207x = 0
28i² + -4i²x + 0 + -25x² + x³ = 567 + -207x
28i² + -4i²x + -25x² + x³ = 567 + -207x

Add '25x²' to each side of the equation.
28i² + -4i²x + -25x² + 25x² + x³ = 567 + -207x + 25x²

Combine like terms: -25x² + 25x² = 0
28i² + -4i²x + 0 + x³ = 567 + -207x + 25x²
28i² + -4i²x + x³ = 567 + -207x + 25x²

Add '-1x³' to each side of the equation.
28i² + -4i²x + x³ + -1x³ = 567 + -207x + 25x² + -1x³

Combine like terms: x³ + -1x³ = 0
28i² + -4i²x + 0 = 567 + -207x + 25x² + -1x³
28i² + -4i²x = 567 + -207x + 25x² + -1x³

Reorder the terms:
-567 + 28i² + -4i²x + 207x + -25x² + x³ = 567 + -207x + 25x² + -1x³ + -567 + 207x + -25x² + x³

Reorder the terms:
-567 + 28i² + -4i²x + 207x + -25x² + x³ = 567 + -567 + -207x + 207x + 25x² + -25x² + -1x³ + x³

Combine like terms: 567 + -567 = 0
-567 + 28i² + -4i²x + 207x + -25x² + x³ = 0 + -207x + 207x + 25x² + -25x² + -1x³ + x³
-567 + 28i² + -4i²x + 207x + -25x² + x³ = -207x + 207x + 25x² + -25x² + -1x³ + x³

Combine like terms: -207x + 207x = 0
-567 + 28i² + -4i²x + 207x + -25x² + x³ = 0 + 25x² + -25x² + -1x³ + x³
-567 + 28i² + -4i²x + 207x + -25x² + x³ = 25x² + -25x² + -1x³ + x³

Combine like terms: 25x² + -25x² = 0
-567 + 28i² + -4i²x + 207x + -25x² + x³ = 0 + -1x³ + x³
-567 + 28i² + -4i²x + 207x + -25x² + x³ = -1x³ + x³

Combine like terms: -1x³ + x³ = 0
-567 + 28i² + -4i²x + 207x + -25x² + x³ = 0

The solution to this equation could not be determined.

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(x-7)[x-(9-2i)][x-(9+2i)]=

Simple and best practice solution for (x-7)[x-(9-2i)][x-(9+2i)]= 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-7)[x-(9-2i)][x-(9+2i)]= equation:

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