S=(23*2*23*2)+(93*2*93*2)

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Solution for S=(23*2*23*2)+(93*2*93*2) equation: 


Simplifying
S = (23 * 2 * 23 * 2) + (93 * 2 * 93 * 2)

Multiply 23 * 2
S = (46 * 23 * 2) + (93 * 2 * 93 * 2)

Multiply 46 * 23
S = (1058 * 2) + (93 * 2 * 93 * 2)

Multiply 1058 * 2
S = (2116) + (93 * 2 * 93 * 2)
S = 2116 + (93 * 2 * 93 * 2)

Multiply 93 * 2
S = 2116 + (186 * 93 * 2)

Multiply 186 * 93
S = 2116 + (17298 * 2)

Multiply 17298 * 2
S = 2116 + (34596)
S = 2116 + 34596

Combine like terms: 2116 + 34596 = 36712
S = 36712

Solving
S = 36712

Solving for variable 'S'.

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

Simplifying
S = 36712

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