Multiply both sides by \(6\) (the LCM of \(2, 3\)).
\[6m-3(m-1)=6-2(m-2)\]
Expand.
\[6m-3m+3=6-2m+4\]
Simplify \(6m-3m+3\) to \(3m+3\).
\[3m+3=6-2m+4\]
Simplify \(6-2m+4\) to \(-2m+10\).
\[3m+3=-2m+10\]
Subtract \(3\) from both sides.
\[3m=-2m+10-3\]
Simplify \(-2m+10-3\) to \(-2m+7\).
\[3m=-2m+7\]
Add \(2m\) to both sides.
\[3m+2m=7\]
Simplify \(3m+2m\) to \(5m\).
\[5m=7\]
Divide both sides by \(5\).
\[m=\frac{7}{5}\]
Decimal Form: 1.4
m=7/5
