(x+5)*(x+i)*(x-i)*(-7+i)*(-7-i)=

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Solution for (x+5)(x+i)(x-i)(-7+i)(-7-i)= equation:

Simplifying
(x + 5)(x + i)(x + -1i)(-7 + i)(-7 + -1i) = 0

Reorder the terms:
(5 + x)(x + i)(x + -1i)(-7 + i)(-7 + -1i) = 0

Reorder the terms:
(5 + x)(i + x)(x + -1i)(-7 + i)(-7 + -1i) = 0

Reorder the terms:
(5 + x)(i + x)(-1i + x)(-7 + i)(-7 + -1i) = 0

Multiply (5 + x) * (i + x)
(5(i + x) + x(i + x))(-1i + x)(-7 + i)(-7 + -1i) = 0
((i * 5 + x * 5) + x(i + x))(-1i + x)(-7 + i)(-7 + -1i) = 0
((5i + 5x) + x(i + x))(-1i + x)(-7 + i)(-7 + -1i) = 0
(5i + 5x + (i * x + x * x))(-1i + x)(-7 + i)(-7 + -1i) = 0
(5i + 5x + (ix + x²))(-1i + x)(-7 + i)(-7 + -1i) = 0

Reorder the terms:
(5i + ix + 5x + x²)(-1i + x)(-7 + i)(-7 + -1i) = 0
(5i + ix + 5x + x²)(-1i + x)(-7 + i)(-7 + -1i) = 0

Multiply (5i + ix + 5x + x²) * (-1i + x)
(5i * (-1i + x) + ix(-1i + x) + 5x * (-1i + x) + x²(-1i + x))(-7 + i)(-7 + -1i) = 0
((-1i * 5i + x * 5i) + ix(-1i + x) + 5x * (-1i + x) + x²(-1i + x))(-7 + i)(-7 + -1i) = 0

Reorder the terms:
((5ix + -5i²) + ix(-1i + x) + 5x * (-1i + x) + x²(-1i + x))(-7 + i)(-7 + -1i) = 0
((5ix + -5i²) + ix(-1i + x) + 5x * (-1i + x) + x²(-1i + x))(-7 + i)(-7 + -1i) = 0
(5ix + -5i² + (-1i * ix + x * ix) + 5x * (-1i + x) + x²(-1i + x))(-7 + i)(-7 + -1i) = 0

Reorder the terms:
(5ix + -5i² + (ix² + -1i²x) + 5x * (-1i + x) + x²(-1i + x))(-7 + i)(-7 + -1i) = 0
(5ix + -5i² + (ix² + -1i²x) + 5x * (-1i + x) + x²(-1i + x))(-7 + i)(-7 + -1i) = 0
(5ix + -5i² + ix² + -1i²x + (-1i * 5x + x * 5x) + x²(-1i + x))(-7 + i)(-7 + -1i) = 0
(5ix + -5i² + ix² + -1i²x + (-5ix + 5x²) + x²(-1i + x))(-7 + i)(-7 + -1i) = 0
(5ix + -5i² + ix² + -1i²x + -5ix + 5x² + (-1i * x² + x * x²))(-7 + i)(-7 + -1i) = 0
(5ix + -5i² + ix² + -1i²x + -5ix + 5x² + (-1ix² + x³))(-7 + i)(-7 + -1i) = 0

Reorder the terms:
(5ix + -5ix + ix² + -1ix² + -5i² + -1i²x + 5x² + x³)(-7 + i)(-7 + -1i) = 0

Combine like terms: 5ix + -5ix = 0
(0 + ix² + -1ix² + -5i² + -1i²x + 5x² + x³)(-7 + i)(-7 + -1i) = 0
(ix² + -1ix² + -5i² + -1i²x + 5x² + x³)(-7 + i)(-7 + -1i) = 0

Combine like terms: ix² + -1ix² = 0
(0 + -5i² + -1i²x + 5x² + x³)(-7 + i)(-7 + -1i) = 0
(-5i² + -1i²x + 5x² + x³)(-7 + i)(-7 + -1i) = 0

Multiply (-5i² + -1i²x + 5x² + x³) * (-7 + i)
(-5i² * (-7 + i) + -1i²x * (-7 + i) + 5x² * (-7 + i) + x³(-7 + i))(-7 + -1i) = 0
((-7 * -5i² + i * -5i²) + -1i²x * (-7 + i) + 5x² * (-7 + i) + x³(-7 + i))(-7 + -1i) = 0
((35i² + -5i³) + -1i²x * (-7 + i) + 5x² * (-7 + i) + x³(-7 + i))(-7 + -1i) = 0
(35i² + -5i³ + (-7 * -1i²x + i * -1i²x) + 5x² * (-7 + i) + x³(-7 + i))(-7 + -1i) = 0
(35i² + -5i³ + (7i²x + -1i³x) + 5x² * (-7 + i) + x³(-7 + i))(-7 + -1i) = 0
(35i² + -5i³ + 7i²x + -1i³x + (-7 * 5x² + i * 5x²) + x³(-7 + i))(-7 + -1i) = 0

Reorder the terms:
(35i² + -5i³ + 7i²x + -1i³x + (5ix² + -35x²) + x³(-7 + i))(-7 + -1i) = 0
(35i² + -5i³ + 7i²x + -1i³x + (5ix² + -35x²) + x³(-7 + i))(-7 + -1i) = 0
(35i² + -5i³ + 7i²x + -1i³x + 5ix² + -35x² + (-7 * x³ + i * x³))(-7 + -1i) = 0

Reorder the terms:
(35i² + -5i³ + 7i²x + -1i³x + 5ix² + -35x² + (ix³ + -7x³))(-7 + -1i) = 0
(35i² + -5i³ + 7i²x + -1i³x + 5ix² + -35x² + (ix³ + -7x³))(-7 + -1i) = 0

Reorder the terms:
(5ix² + ix³ + 35i² + 7i²x + -5i³ + -1i³x + -35x² + -7x³)(-7 + -1i) = 0
(5ix² + ix³ + 35i² + 7i²x + -5i³ + -1i³x + -35x² + -7x³)(-7 + -1i) = 0

Multiply (5ix² + ix³ + 35i² + 7i²x + -5i³ + -1i³x + -35x² + -7x³) * (-7 + -1i)
(5ix² * (-7 + -1i) + ix³(-7 + -1i) + 35i² * (-7 + -1i) + 7i²x * (-7 + -1i) + -5i³ * (-7 + -1i) + -1i³x * (-7 + -1i) + -35x² * (-7 + -1i) + -7x³ * (-7 + -1i)) = 0
((-7 * 5ix² + -1i * 5ix²) + ix³(-7 + -1i) + 35i² * (-7 + -1i) + 7i²x * (-7 + -1i) + -5i³ * (-7 + -1i) + -1i³x * (-7 + -1i) + -35x² * (-7 + -1i) + -7x³ * (-7 + -1i)) = 0
((-35ix² + -5i²x²) + ix³(-7 + -1i) + 35i² * (-7 + -1i) + 7i²x * (-7 + -1i) + -5i³ * (-7 + -1i) + -1i³x * (-7 + -1i) + -35x² * (-7 + -1i) + -7x³ * (-7 + -1i)) = 0
(-35ix² + -5i²x² + (-7 * ix³ + -1i * ix³) + 35i² * (-7 + -1i) + 7i²x * (-7 + -1i) + -5i³ * (-7 + -1i) + -1i³x * (-7 + -1i) + -35x² * (-7 + -1i) + -7x³ * (-7 + -1i)) = 0
(-35ix² + -5i²x² + (-7ix³ + -1i²x³) + 35i² * (-7 + -1i) + 7i²x * (-7 + -1i) + -5i³ * (-7 + -1i) + -1i³x * (-7 + -1i) + -35x² * (-7 + -1i) + -7x³ * (-7 + -1i)) = 0
(-35ix² + -5i²x² + -7ix³ + -1i²x³ + (-7 * 35i² + -1i * 35i²) + 7i²x * (-7 + -1i) + -5i³ * (-7 + -1i) + -1i³x * (-7 + -1i) + -35x² * (-7 + -1i) + -7x³ * (-7 + -1i)) = 0
(-35ix² + -5i²x² + -7ix³ + -1i²x³ + (-245i² + -35i³) + 7i²x * (-7 + -1i) + -5i³ * (-7 + -1i) + -1i³x * (-7 + -1i) + -35x² * (-7 + -1i) + -7x³ * (-7 + -1i)) = 0
(-35ix² + -5i²x² + -7ix³ + -1i²x³ + -245i² + -35i³ + (-7 * 7i²x + -1i * 7i²x) + -5i³ * (-7 + -1i) + -1i³x * (-7 + -1i) + -35x² * (-7 + -1i) + -7x³ * (-7 + -1i)) = 0
(-35ix² + -5i²x² + -7ix³ + -1i²x³ + -245i² + -35i³ + (-49i²x + -7i³x) + -5i³ * (-7 + -1i) + -1i³x * (-7 + -1i) + -35x² * (-7 + -1i) + -7x³ * (-7 + -1i)) = 0
(-35ix² + -5i²x² + -7ix³ + -1i²x³ + -245i² + -35i³ + -49i²x + -7i³x + (-7 * -5i³ + -1i * -5i³) + -1i³x * (-7 + -1i) + -35x² * (-7 + -1i) + -7x³ * (-7 + -1i)) = 0
(-35ix² + -5i²x² + -7ix³ + -1i²x³ + -245i² + -35i³ + -49i²x + -7i³x + (35i³ + 5i⁴) + -1i³x * (-7 + -1i) + -35x² * (-7 + -1i) + -7x³ * (-7 + -1i)) = 0
(-35ix² + -5i²x² + -7ix³ + -1i²x³ + -245i² + -35i³ + -49i²x + -7i³x + 35i³ + 5i⁴ + (-7 * -1i³x + -1i * -1i³x) + -35x² * (-7 + -1i) + -7x³ * (-7 + -1i)) = 0
(-35ix² + -5i²x² + -7ix³ + -1i²x³ + -245i² + -35i³ + -49i²x + -7i³x + 35i³ + 5i⁴ + (7i³x + 1i⁴x) + -35x² * (-7 + -1i) + -7x³ * (-7 + -1i)) = 0
(-35ix² + -5i²x² + -7ix³ + -1i²x³ + -245i² + -35i³ + -49i²x + -7i³x + 35i³ + 5i⁴ + 7i³x + 1i⁴x + (-7 * -35x² + -1i * -35x²) + -7x³ * (-7 + -1i)) = 0

Reorder the terms:
(-35ix² + -5i²x² + -7ix³ + -1i²x³ + -245i² + -35i³ + -49i²x + -7i³x + 35i³ + 5i⁴ + 7i³x + 1i⁴x + (35ix² + 245x²) + -7x³ * (-7 + -1i)) = 0
(-35ix² + -5i²x² + -7ix³ + -1i²x³ + -245i² + -35i³ + -49i²x + -7i³x + 35i³ + 5i⁴ + 7i³x + 1i⁴x + (35ix² + 245x²) + -7x³ * (-7 + -1i)) = 0
(-35ix² + -5i²x² + -7ix³ + -1i²x³ + -245i² + -35i³ + -49i²x + -7i³x + 35i³ + 5i⁴ + 7i³x + 1i⁴x + 35ix² + 245x² + (-7 * -7x³ + -1i * -7x³)) = 0

Reorder the terms:
(-35ix² + -5i²x² + -7ix³ + -1i²x³ + -245i² + -35i³ + -49i²x + -7i³x + 35i³ + 5i⁴ + 7i³x + 1i⁴x + 35ix² + 245x² + (7ix³ + 49x³)) = 0
(-35ix² + -5i²x² + -7ix³ + -1i²x³ + -245i² + -35i³ + -49i²x + -7i³x + 35i³ + 5i⁴ + 7i³x + 1i⁴x + 35ix² + 245x² + (7ix³ + 49x³)) = 0

Reorder the terms:
(-35ix² + 35ix² + -7ix³ + 7ix³ + -245i² + -49i²x + -5i²x² + -1i²x³ + -35i³ + 35i³ + -7i³x + 7i³x + 5i⁴ + 1i⁴x + 245x² + 49x³) = 0

Combine like terms: -35ix² + 35ix² = 0
(0 + -7ix³ + 7ix³ + -245i² + -49i²x + -5i²x² + -1i²x³ + -35i³ + 35i³ + -7i³x + 7i³x + 5i⁴ + 1i⁴x + 245x² + 49x³) = 0
(-7ix³ + 7ix³ + -245i² + -49i²x + -5i²x² + -1i²x³ + -35i³ + 35i³ + -7i³x + 7i³x + 5i⁴ + 1i⁴x + 245x² + 49x³) = 0

Combine like terms: -7ix³ + 7ix³ = 0
(0 + -245i² + -49i²x + -5i²x² + -1i²x³ + -35i³ + 35i³ + -7i³x + 7i³x + 5i⁴ + 1i⁴x + 245x² + 49x³) = 0
(-245i² + -49i²x + -5i²x² + -1i²x³ + -35i³ + 35i³ + -7i³x + 7i³x + 5i⁴ + 1i⁴x + 245x² + 49x³) = 0

Combine like terms: -35i³ + 35i³ = 0
(-245i² + -49i²x + -5i²x² + -1i²x³ + 0 + -7i³x + 7i³x + 5i⁴ + 1i⁴x + 245x² + 49x³) = 0
(-245i² + -49i²x + -5i²x² + -1i²x³ + -7i³x + 7i³x + 5i⁴ + 1i⁴x + 245x² + 49x³) = 0

Combine like terms: -7i³x + 7i³x = 0
(-245i² + -49i²x + -5i²x² + -1i²x³ + 0 + 5i⁴ + 1i⁴x + 245x² + 49x³) = 0
(-245i² + -49i²x + -5i²x² + -1i²x³ + 5i⁴ + 1i⁴x + 245x² + 49x³) = 0

Solving
-245i² + -49i²x + -5i²x² + -1i²x³ + 5i⁴ + 1i⁴x + 245x² + 49x³ = 0

Solving for variable 'i'.

The solution to this equation could not be determined.

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(x+5)*(x+i)*(x-i)*(-7+i)*(-7-i)=

Simple and best practice solution for (x+5)*(x+i)*(x-i)*(-7+i)*(-7-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+5)*(x+i)*(x-i)*(-7+i)*(-7-i)= equation:

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(x+5)(x+i)(x-i)(-7+i)(-7-i)=

Simple and best practice solution for (x+5)(x+i)(x-i)(-7+i)(-7-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+5)(x+i)(x-i)(-7+i)(-7-i)= equation: