\(3.95m + 8.95b = 47.65\) \(Equation\)
\(\fbox{Solution for variable m}\)
\(3.95m=47.65-8.95b\) \(\text{Subtract 8.95b from both sides}\)
\(m= \dfrac{47.65-8.95b}{3.95}\) \(\text{Divide both sides by 3.95}\)
\(\fbox{Solution for variable b}\)
\(3.95m + 8.95b = 47.65\) \(Equation\)
\(8.95b=47.65-3.95m\) \(\text{Subtract 3.95m from both sides}\)
\(b= \dfrac{47.65-3.95m}{8.95}\) \(\text{Divide both sides by 8.95}\)
\(\text{Hence Solved}\)