9[5-7(x-1)]+6[(5x+7)-8]=11x-336

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Solution for 9[5-7(x-1)]+6[(5x+7)-8]=11x-336 equation:


Simplifying
9[5 + -7(x + -1)] + 6[(5x + 7) + -8] = 11x + -336

Reorder the terms:
9[5 + -7(-1 + x)] + 6[(5x + 7) + -8] = 11x + -336
9[5 + (-1 * -7 + x * -7)] + 6[(5x + 7) + -8] = 11x + -336
9[5 + (7 + -7x)] + 6[(5x + 7) + -8] = 11x + -336

Combine like terms: 5 + 7 = 12
9[12 + -7x] + 6[(5x + 7) + -8] = 11x + -336
[12 * 9 + -7x * 9] + 6[(5x + 7) + -8] = 11x + -336
[108 + -63x] + 6[(5x + 7) + -8] = 11x + -336

Reorder the terms:
108 + -63x + 6[(7 + 5x) + -8] = 11x + -336

Remove parenthesis around (7 + 5x)
108 + -63x + 6[7 + 5x + -8] = 11x + -336

Reorder the terms:
108 + -63x + 6[7 + -8 + 5x] = 11x + -336

Combine like terms: 7 + -8 = -1
108 + -63x + 6[-1 + 5x] = 11x + -336
108 + -63x + [-1 * 6 + 5x * 6] = 11x + -336
108 + -63x + [-6 + 30x] = 11x + -336

Reorder the terms:
108 + -6 + -63x + 30x = 11x + -336

Combine like terms: 108 + -6 = 102
102 + -63x + 30x = 11x + -336

Combine like terms: -63x + 30x = -33x
102 + -33x = 11x + -336

Reorder the terms:
102 + -33x = -336 + 11x

Solving
102 + -33x = -336 + 11x

Solving for variable 'x'.

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

Add '-11x' to each side of the equation.
102 + -33x + -11x = -336 + 11x + -11x

Combine like terms: -33x + -11x = -44x
102 + -44x = -336 + 11x + -11x

Combine like terms: 11x + -11x = 0
102 + -44x = -336 + 0
102 + -44x = -336

Add '-102' to each side of the equation.
102 + -102 + -44x = -336 + -102

Combine like terms: 102 + -102 = 0
0 + -44x = -336 + -102
-44x = -336 + -102

Combine like terms: -336 + -102 = -438
-44x = -438

Divide each side by '-44'.
x = 9.954545455

Simplifying
x = 9.954545455

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