I=(4c+3)(3c+4)+9(3c+8)

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Solution for I=(4c+3)(3c+4)+9(3c+8) equation: 


Simplifying
I = (4c + 3)(3c + 4) + 9(3c + 8)

Reorder the terms:
I = (3 + 4c)(3c + 4) + 9(3c + 8)

Reorder the terms:
I = (3 + 4c)(4 + 3c) + 9(3c + 8)

Multiply (3 + 4c) * (4 + 3c)
I = (3(4 + 3c) + 4c * (4 + 3c)) + 9(3c + 8)
I = ((4 * 3 + 3c * 3) + 4c * (4 + 3c)) + 9(3c + 8)
I = ((12 + 9c) + 4c * (4 + 3c)) + 9(3c + 8)
I = (12 + 9c + (4 * 4c + 3c * 4c)) + 9(3c + 8)
I = (12 + 9c + (16c + 12c2)) + 9(3c + 8)

Combine like terms: 9c + 16c = 25c
I = (12 + 25c + 12c2) + 9(3c + 8)

Reorder the terms:
I = 12 + 25c + 12c2 + 9(8 + 3c)
I = 12 + 25c + 12c2 + (8 * 9 + 3c * 9)
I = 12 + 25c + 12c2 + (72 + 27c)

Reorder the terms:
I = 12 + 72 + 25c + 27c + 12c2

Combine like terms: 12 + 72 = 84
I = 84 + 25c + 27c + 12c2

Combine like terms: 25c + 27c = 52c
I = 84 + 52c + 12c2

Solving
I = 84 + 52c + 12c2

Solving for variable 'I'.

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

Simplifying
I = 84 + 52c + 12c2

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