322=6(2w)+2(w)

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Solution for 322=6(2w)+2(w) equation:


Simplifying
322 = 6(2w) + 2(w)

Remove parenthesis around (2w)
322 = 6 * 2w + 2(w)

Multiply 6 * 2
322 = 12w + 2(w)

Combine like terms: 12w + 2w = 14w
322 = 14w

Solving
322 = 14w

Solving for variable 'w'.

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

Add '-14w' to each side of the equation.
322 + -14w = 14w + -14w

Combine like terms: 14w + -14w = 0
322 + -14w = 0

Add '-322' to each side of the equation.
322 + -322 + -14w = 0 + -322

Combine like terms: 322 + -322 = 0
0 + -14w = 0 + -322
-14w = 0 + -322

Combine like terms: 0 + -322 = -322
-14w = -322

Divide each side by '-14'.
w = 23

Simplifying
w = 23

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