ABC+BCA+CAB=101(A+B+C)

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Solution for ABC+BCA+CAB=101(A+B+C) equation: 


Simplifying
ABC + BCA + CAB = 101(A + B + C)

Combine like terms: ABC + ABC = 2ABC
2ABC + ABC = 101(A + B + C)

Combine like terms: 2ABC + ABC = 3ABC
3ABC = 101(A + B + C)
3ABC = (A * 101 + B * 101 + C * 101)
3ABC = (101A + 101B + 101C)

Solving
3ABC = 101A + 101B + 101C

Solving for variable 'A'.

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

Add '-101A' to each side of the equation.
-101A + 3ABC = 101A + 101B + -101A + 101C

Reorder the terms:
-101A + 3ABC = 101A + -101A + 101B + 101C

Combine like terms: 101A + -101A = 0
-101A + 3ABC = 0 + 101B + 101C
-101A + 3ABC = 101B + 101C

Reorder the terms:
-101A + 3ABC + -101B + -101C = 101B + -101B + 101C + -101C

Combine like terms: 101B + -101B = 0
-101A + 3ABC + -101B + -101C = 0 + 101C + -101C
-101A + 3ABC + -101B + -101C = 101C + -101C

Combine like terms: 101C + -101C = 0
-101A + 3ABC + -101B + -101C = 0

The solution to this equation could not be determined.

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