X+(X+512)+(X+1349)=6076

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Solution for X+(X+512)+(X+1349)=6076 equation:


Simplifying
X + (X + 512) + (X + 1349) = 6076

Reorder the terms:
X + (512 + X) + (X + 1349) = 6076

Remove parenthesis around (512 + X)
X + 512 + X + (X + 1349) = 6076

Reorder the terms:
X + 512 + X + (1349 + X) = 6076

Remove parenthesis around (1349 + X)
X + 512 + X + 1349 + X = 6076

Reorder the terms:
512 + 1349 + X + X + X = 6076

Combine like terms: 512 + 1349 = 1861
1861 + X + X + X = 6076

Combine like terms: X + X = 2X
1861 + 2X + X = 6076

Combine like terms: 2X + X = 3X
1861 + 3X = 6076

Solving
1861 + 3X = 6076

Solving for variable 'X'.

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

Add '-1861' to each side of the equation.
1861 + -1861 + 3X = 6076 + -1861

Combine like terms: 1861 + -1861 = 0
0 + 3X = 6076 + -1861
3X = 6076 + -1861

Combine like terms: 6076 + -1861 = 4215
3X = 4215

Divide each side by '3'.
X = 1405

Simplifying
X = 1405

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