1194=2(27)w+2(27)(12)+2(w)(12)

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Solution for 1194=2(27)w+2(27)(12)+2(w)(12) equation:


Simplifying
1194 = 2(27) * w + 2(27)(12) + 2(w)(12)

Multiply 2 * 27
1194 = 54w + 2(27)(12) + 2(w)(12)

Multiply 2 * 27
1194 = 54w + 54 * 12 + 2(w)(12)

Multiply 54 * 12
1194 = 54w + 648 + 2(w)(12)

Reorder the terms for easier multiplication:
1194 = 54w + 648 + 2 * 12w

Multiply 2 * 12
1194 = 54w + 648 + 24w

Reorder the terms:
1194 = 648 + 54w + 24w

Combine like terms: 54w + 24w = 78w
1194 = 648 + 78w

Solving
1194 = 648 + 78w

Solving for variable 'w'.

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

Add '-78w' to each side of the equation.
1194 + -78w = 648 + 78w + -78w

Combine like terms: 78w + -78w = 0
1194 + -78w = 648 + 0
1194 + -78w = 648

Add '-1194' to each side of the equation.
1194 + -1194 + -78w = 648 + -1194

Combine like terms: 1194 + -1194 = 0
0 + -78w = 648 + -1194
-78w = 648 + -1194

Combine like terms: 648 + -1194 = -546
-78w = -546

Divide each side by '-78'.
w = 7

Simplifying
w = 7

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