(x-y)*(x-z)*(x-t)=

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Solution for (x-y)(x-z)(x-t)= equation:

Simplifying
(x + -1y)(x + -1z)(x + -1t) = 0

Reorder the terms:
(x + -1y)(x + -1z)(-1t + x) = 0

Multiply (x + -1y) * (x + -1z)
(x(x + -1z) + -1y * (x + -1z))(-1t + x) = 0
((x * x + -1z * x) + -1y * (x + -1z))(-1t + x) = 0

Reorder the terms:
((-1xz + x²) + -1y * (x + -1z))(-1t + x) = 0
((-1xz + x²) + -1y * (x + -1z))(-1t + x) = 0
(-1xz + x² + (x * -1y + -1z * -1y))(-1t + x) = 0
(-1xz + x² + (-1xy + 1yz))(-1t + x) = 0

Reorder the terms:
(-1xy + -1xz + x² + 1yz)(-1t + x) = 0
(-1xy + -1xz + x² + 1yz)(-1t + x) = 0

Multiply (-1xy + -1xz + x² + 1yz) * (-1t + x)
(-1xy * (-1t + x) + -1xz * (-1t + x) + x²(-1t + x) + 1yz * (-1t + x)) = 0
((-1t * -1xy + x * -1xy) + -1xz * (-1t + x) + x²(-1t + x) + 1yz * (-1t + x)) = 0
((1txy + -1x²y) + -1xz * (-1t + x) + x²(-1t + x) + 1yz * (-1t + x)) = 0
(1txy + -1x²y + (-1t * -1xz + x * -1xz) + x²(-1t + x) + 1yz * (-1t + x)) = 0
(1txy + -1x²y + (1txz + -1x²z) + x²(-1t + x) + 1yz * (-1t + x)) = 0
(1txy + -1x²y + 1txz + -1x²z + (-1t * x² + x * x²) + 1yz * (-1t + x)) = 0
(1txy + -1x²y + 1txz + -1x²z + (-1tx² + x³) + 1yz * (-1t + x)) = 0
(1txy + -1x²y + 1txz + -1x²z + -1tx² + x³ + (-1t * 1yz + x * 1yz)) = 0
(1txy + -1x²y + 1txz + -1x²z + -1tx² + x³ + (-1tyz + 1xyz)) = 0

Reorder the terms:
(1txy + 1txz + -1tx² + -1tyz + 1xyz + -1x²y + -1x²z + x³) = 0
(1txy + 1txz + -1tx² + -1tyz + 1xyz + -1x²y + -1x²z + x³) = 0

Solving
1txy + 1txz + -1tx² + -1tyz + 1xyz + -1x²y + -1x²z + x³ = 0

Solving for variable 't'.

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

Add '-1xyz' to each side of the equation.
1txy + 1txz + -1tx² + -1tyz + 1xyz + -1x²y + -1x²z + -1xyz + x³ = 0 + -1xyz

Reorder the terms:
1txy + 1txz + -1tx² + -1tyz + 1xyz + -1xyz + -1x²y + -1x²z + x³ = 0 + -1xyz

Combine like terms: 1xyz + -1xyz = 0
1txy + 1txz + -1tx² + -1tyz + 0 + -1x²y + -1x²z + x³ = 0 + -1xyz
1txy + 1txz + -1tx² + -1tyz + -1x²y + -1x²z + x³ = 0 + -1xyz
Remove the zero:
1txy + 1txz + -1tx² + -1tyz + -1x²y + -1x²z + x³ = -1xyz

Add 'x²y' to each side of the equation.
1txy + 1txz + -1tx² + -1tyz + -1x²y + -1x²z + x²y + x³ = -1xyz + x²y

Reorder the terms:
1txy + 1txz + -1tx² + -1tyz + -1x²y + x²y + -1x²z + x³ = -1xyz + x²y

Combine like terms: -1x²y + x²y = 0
1txy + 1txz + -1tx² + -1tyz + 0 + -1x²z + x³ = -1xyz + x²y
1txy + 1txz + -1tx² + -1tyz + -1x²z + x³ = -1xyz + x²y

Add 'x²z' to each side of the equation.
1txy + 1txz + -1tx² + -1tyz + -1x²z + x²z + x³ = -1xyz + x²y + x²z

Combine like terms: -1x²z + x²z = 0
1txy + 1txz + -1tx² + -1tyz + 0 + x³ = -1xyz + x²y + x²z
1txy + 1txz + -1tx² + -1tyz + x³ = -1xyz + x²y + x²z

Add '-1x³' to each side of the equation.
1txy + 1txz + -1tx² + -1tyz + x³ + -1x³ = -1xyz + x²y + x²z + -1x³

Combine like terms: x³ + -1x³ = 0
1txy + 1txz + -1tx² + -1tyz + 0 = -1xyz + x²y + x²z + -1x³
1txy + 1txz + -1tx² + -1tyz = -1xyz + x²y + x²z + -1x³

Reorder the terms:
1txy + 1txz + -1tx² + -1tyz + xyz + -1x²y + -1x²z + x³ = -1xyz + xyz + x²y + -1x²y + x²z + -1x²z + -1x³ + x³

Combine like terms: -1xyz + xyz = 0
1txy + 1txz + -1tx² + -1tyz + xyz + -1x²y + -1x²z + x³ = 0 + x²y + -1x²y + x²z + -1x²z + -1x³ + x³
1txy + 1txz + -1tx² + -1tyz + xyz + -1x²y + -1x²z + x³ = x²y + -1x²y + x²z + -1x²z + -1x³ + x³

Combine like terms: x²y + -1x²y = 0
1txy + 1txz + -1tx² + -1tyz + xyz + -1x²y + -1x²z + x³ = 0 + x²z + -1x²z + -1x³ + x³
1txy + 1txz + -1tx² + -1tyz + xyz + -1x²y + -1x²z + x³ = x²z + -1x²z + -1x³ + x³

Combine like terms: x²z + -1x²z = 0
1txy + 1txz + -1tx² + -1tyz + xyz + -1x²y + -1x²z + x³ = 0 + -1x³ + x³
1txy + 1txz + -1tx² + -1tyz + xyz + -1x²y + -1x²z + x³ = -1x³ + x³

Combine like terms: -1x³ + x³ = 0
1txy + 1txz + -1tx² + -1tyz + xyz + -1x²y + -1x²z + x³ = 0

The solution to this equation could not be determined.

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(x-y)*(x-z)*(x-t)=

Simple and best practice solution for (x-y)*(x-z)*(x-t)= 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-y)*(x-z)*(x-t)= equation:

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(x-y)(x-z)(x-t)=

Simple and best practice solution for (x-y)(x-z)(x-t)= 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-y)(x-z)(x-t)= equation: