x^10+2x[4*15x+20(60+20x)*2]=3643

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Solution for x^10+2x[4*15x+20(60+20x)*2]=3643 equation:


Simplifying
x10 + 2x[4 * 15x + 20(60 + 20x) * 2] = 3643

Multiply 4 * 15
x10 + 2x[60x + 20(60 + 20x) * 2] = 3643

Reorder the terms for easier multiplication:
x10 + 2x[60x + 20 * 2(60 + 20x)] = 3643

Multiply 20 * 2
x10 + 2x[60x + 40(60 + 20x)] = 3643
x10 + 2x[60x + (60 * 40 + 20x * 40)] = 3643
x10 + 2x[60x + (2400 + 800x)] = 3643

Reorder the terms:
x10 + 2x[2400 + 60x + 800x] = 3643

Combine like terms: 60x + 800x = 860x
x10 + 2x[2400 + 860x] = 3643
x10 + [2400 * 2x + 860x * 2x] = 3643
x10 + [4800x + 1720x2] = 3643

Reorder the terms:
4800x + 1720x2 + x10 = 3643

Solving
4800x + 1720x2 + x10 = 3643

Solving for variable 'x'.

Reorder the terms:
-3643 + 4800x + 1720x2 + x10 = 3643 + -3643

Combine like terms: 3643 + -3643 = 0
-3643 + 4800x + 1720x2 + x10 = 0

The solution to this equation could not be determined.

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