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Just use your middle school math (i.e., cross-multiply), and follow up by solving the resulting linear equation.\[\frac{3y-8}{12}=\frac{y}{5} \implies 15y-40=12y \implies y=\frac{40}{3}\]
can you explain that formula to me? Where did the 40 come from?
When you multiply the five in the right hand side's denominator by the 3y-8 in the left hand side's numerator, you have to use the distributive property.
\[5(3y-8)=15y-40\]
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