User:Jokermage/cholmath

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

Re-written as...

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

Communitive Multiplication

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

Multiply both sides by the denominator

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

Divide by CL

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

Subtract I

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

Combine Like Terms

${\displaystyle VX=\left({\frac {510(M-D)}{CL}}\right)-\left({\frac {CLI}{CL}}\right)=\left({\frac {510(M-D)-CLI}{CL}}\right)}$

Divide by V

${\displaystyle X=\left({\frac {510(M-D)-CLI}{CLV}}\right)}$