(x(4x(x(x(x(8x(5x+12)+59)+1)+9)+21)+11)-17)=0

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Solution for (x(4x(x(x(x(8x(5x+12)+59)+1)+9)+21)+11)-17)=0 equation: 


Simplifying
(x(4x(x(x(x(8x(5x + 12) + 59) + 1) + 9) + 21) + 11) + -17) = 0

Reorder the terms:
(x(4x(x(x(x(8x(12 + 5x) + 59) + 1) + 9) + 21) + 11) + -17) = 0
(x(4x(x(x(x((12 * 8x + 5x * 8x) + 59) + 1) + 9) + 21) + 11) + -17) = 0
(x(4x(x(x(x((96x + 40x2) + 59) + 1) + 9) + 21) + 11) + -17) = 0

Reorder the terms:
(x(4x(x(x(x(59 + 96x + 40x2) + 1) + 9) + 21) + 11) + -17) = 0
(x(4x(x(x((59 * x + 96x * x + 40x2 * x) + 1) + 9) + 21) + 11) + -17) = 0
(x(4x(x(x((59x + 96x2 + 40x3) + 1) + 9) + 21) + 11) + -17) = 0

Reorder the terms:
(x(4x(x(x(1 + 59x + 96x2 + 40x3) + 9) + 21) + 11) + -17) = 0
(x(4x(x((1 * x + 59x * x + 96x2 * x + 40x3 * x) + 9) + 21) + 11) + -17) = 0
(x(4x(x((1x + 59x2 + 96x3 + 40x4) + 9) + 21) + 11) + -17) = 0

Reorder the terms:
(x(4x(x(9 + 1x + 59x2 + 96x3 + 40x4) + 21) + 11) + -17) = 0
(x(4x((9 * x + 1x * x + 59x2 * x + 96x3 * x + 40x4 * x) + 21) + 11) + -17) = 0
(x(4x((9x + 1x2 + 59x3 + 96x4 + 40x5) + 21) + 11) + -17) = 0

Reorder the terms:
(x(4x(21 + 9x + 1x2 + 59x3 + 96x4 + 40x5) + 11) + -17) = 0
(x((21 * 4x + 9x * 4x + 1x2 * 4x + 59x3 * 4x + 96x4 * 4x + 40x5 * 4x) + 11) + -17) = 0
(x((84x + 36x2 + 4x3 + 236x4 + 384x5 + 160x6) + 11) + -17) = 0

Reorder the terms:
(x(11 + 84x + 36x2 + 4x3 + 236x4 + 384x5 + 160x6) + -17) = 0
((11 * x + 84x * x + 36x2 * x + 4x3 * x + 236x4 * x + 384x5 * x + 160x6 * x) + -17) = 0
((11x + 84x2 + 36x3 + 4x4 + 236x5 + 384x6 + 160x7) + -17) = 0

Reorder the terms:
(-17 + 11x + 84x2 + 36x3 + 4x4 + 236x5 + 384x6 + 160x7) = 0

Remove parenthesis around (-17 + 11x + 84x2 + 36x3 + 4x4 + 236x5 + 384x6 + 160x7)
-17 + 11x + 84x2 + 36x3 + 4x4 + 236x5 + 384x6 + 160x7 = 0

Solving
-17 + 11x + 84x2 + 36x3 + 4x4 + 236x5 + 384x6 + 160x7 = 0

Solving for variable 'x'.

The solution to this equation could not be determined.

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