-(-(-(-4a^3+2a^2-a+5)-(2a^4-3a^3+2a^2+6)+25))=0

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Solution for -(-(-(-4a^3+2a^2-a+5)-(2a^4-3a^3+2a^2+6)+25))=0 equation:


Simplifying
-1(-1(-1(-4a3 + 2a2 + -1a + 5) + -1(2a4 + -3a3 + 2a2 + 6) + 25)) = 0

Reorder the terms:
-1(-1(-1(5 + -1a + 2a2 + -4a3) + -1(2a4 + -3a3 + 2a2 + 6) + 25)) = 0
-1(-1((5 * -1 + -1a * -1 + 2a2 * -1 + -4a3 * -1) + -1(2a4 + -3a3 + 2a2 + 6) + 25)) = 0
-1(-1((-5 + 1a + -2a2 + 4a3) + -1(2a4 + -3a3 + 2a2 + 6) + 25)) = 0

Reorder the terms:
-1(-1(-5 + 1a + -2a2 + 4a3 + -1(6 + 2a2 + -3a3 + 2a4) + 25)) = 0
-1(-1(-5 + 1a + -2a2 + 4a3 + (6 * -1 + 2a2 * -1 + -3a3 * -1 + 2a4 * -1) + 25)) = 0
-1(-1(-5 + 1a + -2a2 + 4a3 + (-6 + -2a2 + 3a3 + -2a4) + 25)) = 0

Reorder the terms:
-1(-1(-5 + -6 + 25 + 1a + -2a2 + -2a2 + 4a3 + 3a3 + -2a4)) = 0

Combine like terms: -5 + -6 = -11
-1(-1(-11 + 25 + 1a + -2a2 + -2a2 + 4a3 + 3a3 + -2a4)) = 0

Combine like terms: -11 + 25 = 14
-1(-1(14 + 1a + -2a2 + -2a2 + 4a3 + 3a3 + -2a4)) = 0

Combine like terms: -2a2 + -2a2 = -4a2
-1(-1(14 + 1a + -4a2 + 4a3 + 3a3 + -2a4)) = 0

Combine like terms: 4a3 + 3a3 = 7a3
-1(-1(14 + 1a + -4a2 + 7a3 + -2a4)) = 0
-1((14 * -1 + 1a * -1 + -4a2 * -1 + 7a3 * -1 + -2a4 * -1)) = 0
-1((-14 + -1a + 4a2 + -7a3 + 2a4)) = 0
(-14 * -1 + -1a * -1 + 4a2 * -1 + -7a3 * -1 + 2a4 * -1) = 0
(14 + 1a + -4a2 + 7a3 + -2a4) = 0

Solving
14 + 1a + -4a2 + 7a3 + -2a4 = 0

Solving for variable 'a'.

The solution to this equation could not be determined.

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