100(0.09x+0.11(4x+39000))=100(70540)

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Solution for 100(0.09x+0.11(4x+39000))=100(70540) equation:


Simplifying
100(0.09x + 0.11(4x + 39000)) = 100(70540)

Reorder the terms:
100(0.09x + 0.11(39000 + 4x)) = 100(70540)
100(0.09x + (39000 * 0.11 + 4x * 0.11)) = 100(70540)
100(0.09x + (4290 + 0.44x)) = 100(70540)

Reorder the terms:
100(4290 + 0.09x + 0.44x) = 100(70540)

Combine like terms: 0.09x + 0.44x = 0.53x
100(4290 + 0.53x) = 100(70540)
(4290 * 100 + 0.53x * 100) = 100(70540)
(429000 + 53x) = 100(70540)

Multiply 100 * 70540
429000 + 53x = 7054000

Solving
429000 + 53x = 7054000

Solving for variable 'x'.

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

Add '-429000' to each side of the equation.
429000 + -429000 + 53x = 7054000 + -429000

Combine like terms: 429000 + -429000 = 0
0 + 53x = 7054000 + -429000
53x = 7054000 + -429000

Combine like terms: 7054000 + -429000 = 6625000
53x = 6625000

Divide each side by '53'.
x = 125000

Simplifying
x = 125000

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