User:Jokermage/cholmath

(I + (V * X)) * ((C * L) / (M - D)) = 510

Re-written as...
 * $$(VX + I) * \left ( \frac{CL}{M - D} \right )= 510$$

Communitive Multiplication
 * $$\left ( \frac{CL * (VX + I)}{M - D} \right )= 510$$

Multiply both sides by the denominator
 * $$CL * \left ( VX + I \right ) = 510 \left ( M - D \right )$$

Divide by CL
 * $$VX + I = \left ( \frac{510(M - D)}{CL} \right ) $$

Subtract I
 * $$VX = \left ( \frac{510(M - D)}{CL} \right ) - I $$

Combine Like Terms
 * $$VX = \left ( \frac{510(M - D)}{CL} \right ) - \left ( \frac{CLI}{CL} \right ) = \left ( \frac{510(M - D) - CLI}{CL} \right )$$

Divide by V
 * $$X = \left ( \frac{510(M - D) - CLI}{CLV} \right )$$