CE=3(2-CE)+7C(C+2)

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Solution for CE=3(2-CE)+7C(C+2) equation: 


Simplifying
CE = 3(2 + -1CE) + 7C(C + 2)
CE = (2 * 3 + -1CE * 3) + 7C(C + 2)
CE = (6 + -3CE) + 7C(C + 2)

Reorder the terms:
CE = 6 + -3CE + 7C(2 + C)
CE = 6 + -3CE + (2 * 7C + C * 7C)
CE = 6 + -3CE + (14C + 7C2)

Reorder the terms:
CE = 6 + 14C + -3CE + 7C2

Solving
CE = 6 + 14C + -3CE + 7C2

Solving for variable 'C'.

Reorder the terms:
-6 + -14C + CE + 3CE + -7C2 = 6 + 14C + -3CE + 7C2 + -6 + -14C + 3CE + -7C2

Combine like terms: CE + 3CE = 4CE
-6 + -14C + 4CE + -7C2 = 6 + 14C + -3CE + 7C2 + -6 + -14C + 3CE + -7C2

Reorder the terms:
-6 + -14C + 4CE + -7C2 = 6 + -6 + 14C + -14C + -3CE + 3CE + 7C2 + -7C2

Combine like terms: 6 + -6 = 0
-6 + -14C + 4CE + -7C2 = 0 + 14C + -14C + -3CE + 3CE + 7C2 + -7C2
-6 + -14C + 4CE + -7C2 = 14C + -14C + -3CE + 3CE + 7C2 + -7C2

Combine like terms: 14C + -14C = 0
-6 + -14C + 4CE + -7C2 = 0 + -3CE + 3CE + 7C2 + -7C2
-6 + -14C + 4CE + -7C2 = -3CE + 3CE + 7C2 + -7C2

Combine like terms: -3CE + 3CE = 0
-6 + -14C + 4CE + -7C2 = 0 + 7C2 + -7C2
-6 + -14C + 4CE + -7C2 = 7C2 + -7C2

Combine like terms: 7C2 + -7C2 = 0
-6 + -14C + 4CE + -7C2 = 0

The solution to this equation could not be determined.

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