0.9x+[0.5(0.9x)]+[0.12(0.9x+[0.5(0.9x)])]=6300

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Solution for 0.9x+[0.5(0.9x)]+[0.12(0.9x+[0.5(0.9x)])]=6300 equation: 


Simplifying
0.9x + [0.5(0.9x)] + [0.12(0.9x + [0.5(0.9x)])] = 6300

Remove parenthesis around (0.9x)
0.9x + [0.5 * 0.9x] + [0.12(0.9x + [0.5(0.9x)])] = 6300

Multiply 0.5 * 0.9
0.9x + [0.45x] + [0.12(0.9x + [0.5(0.9x)])] = 6300

Remove parenthesis around (0.9x)
0.9x + [0.45x] + [0.12(0.9x + [0.5 * 0.9x])] = 6300

Multiply 0.5 * 0.9
0.9x + [0.45x] + [0.12(0.9x + [0.45x])] = 6300

Combine like terms: 0.9x + [0.45x] = 1.35x
0.9x + [0.45x] + [0.12(1.35x)] = 6300

Remove parenthesis around (1.35x)
0.9x + [0.45x] + [0.12 * 1.35x] = 6300

Multiply 0.12 * 1.35
0.9x + [0.45x] + [0.162x] = 6300

Combine like terms: 0.9x + [0.45x] = 1.35x
1.35x + [0.162x] = 6300

Combine like terms: 1.35x + [0.162x] = 1.512x
1.512x = 6300

Solving
1.512x = 6300

Solving for variable 'x'.

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

Divide each side by '1.512'.
x = 4166.666667

Simplifying
x = 4166.666667

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