S=2(14*3)+2(14*9)+2(3*9)

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Solution for S=2(14*3)+2(14*9)+2(3*9) equation: 


Simplifying
S = 2(14 * 3) + 2(14 * 9) + 2(3 * 9)

Multiply 14 * 3
S = 2(42) + 2(14 * 9) + 2(3 * 9)

Multiply 2 * 42
S = 84 + 2(14 * 9) + 2(3 * 9)

Multiply 14 * 9
S = 84 + 2(126) + 2(3 * 9)

Multiply 2 * 126
S = 84 + 252 + 2(3 * 9)

Multiply 3 * 9
S = 84 + 252 + 2(27)

Multiply 2 * 27
S = 84 + 252 + 54

Combine like terms: 84 + 252 = 336
S = 336 + 54

Combine like terms: 336 + 54 = 390
S = 390

Solving
S = 390

Solving for variable 'S'.

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

Simplifying
S = 390

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