4(P+(4*C))+2400=S

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Solution for 4(P+(4*C))+2400=S equation:


Simplifying
4(P + (4C)) + 2400 = S

Reorder the terms:
4((4C) + P) + 2400 = S
((4C) * 4 + P * 4) + 2400 = S
(16C + 4P) + 2400 = S

Reorder the terms:
2400 + 16C + 4P = S

Solving
2400 + 16C + 4P = S

Solving for variable 'C'.

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

Add '-2400' to each side of the equation.
2400 + 16C + -2400 + 4P = -2400 + S

Reorder the terms:
2400 + -2400 + 16C + 4P = -2400 + S

Combine like terms: 2400 + -2400 = 0
0 + 16C + 4P = -2400 + S
16C + 4P = -2400 + S

Add '-4P' to each side of the equation.
16C + 4P + -4P = -2400 + -4P + S

Combine like terms: 4P + -4P = 0
16C + 0 = -2400 + -4P + S
16C = -2400 + -4P + S

Divide each side by '16'.
C = -150 + -0.25P + 0.0625S

Simplifying
C = -150 + -0.25P + 0.0625S

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