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Solve the following equation for bn + 3Gb = qb

User GeorgieF
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1 Answer

5 votes

To determine an equation and make b the subject:


n+3Gb=qb
\begin{gathered} n+3Gb=qb \\ \text{make b the subject of the formula} \\ 3Gb-qb=-n \\ b(3G-q)=-n \\ \text{divide both side by 3G-q} \end{gathered}
\begin{gathered} b(3G-q)=-n \\ (b(3G-q))/(3G-q)=-(n)/(3G-q) \\ b=(-n)/(3G-q) \end{gathered}

Hence the value of b in the above expresion is


b=(-n)/(3G-q)

User Milenko
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