((2*12x^4)-(5*12*1.25*x^3)+(3*12*1.25*x^2))=w

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Solution for ((2*12x^4)-(5*12*1.25*x^3)+(3*12*1.25*x^2))=w equation: 


Simplifying
((2 * 12x4) + -1(5 * 12 * 1.25x3) + (3 * 12 * 1.25x2)) = w

Multiply 2 * 12
((24x4) + -1(5 * 12 * 1.25x3) + (3 * 12 * 1.25x2)) = w

Multiply 5 * 12
((24x4) + -1(60 * 1.25x3) + (3 * 12 * 1.25x2)) = w

Multiply 60 * 1.25
((24x4) + -1(75x3) + (3 * 12 * 1.25x2)) = w

Remove parenthesis around (75x3)
((24x4) + -1 * 75x3 + (3 * 12 * 1.25x2)) = w

Multiply -1 * 75
((24x4) + -75x3 + (3 * 12 * 1.25x2)) = w

Multiply 3 * 12
((24x4) + -75x3 + (36 * 1.25x2)) = w

Multiply 36 * 1.25
((24x4) + -75x3 + (45x2)) = w

Reorder the terms:
((45x2) + -75x3 + (24x4)) = w

Remove parenthesis around ((45x2) + -75x3 + (24x4))
(45x2) + -75x3 + (24x4) = w

Solving
(45x2) + -75x3 + (24x4) = w

Solving for variable 'x'.

Reorder the terms:
-1w + (45x2) + -75x3 + (24x4) = w + -1w

Combine like terms: w + -1w = 0
-1w + (45x2) + -75x3 + (24x4) = 0

The solution to this equation could not be determined.

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