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\frac{32\times 80+60}{80\left(48\times 1+26\right)}
Divide \frac{32\times 80+60}{80} by \frac{48\times 1+26}{1} by multiplying \frac{32\times 80+60}{80} by the reciprocal of \frac{48\times 1+26}{1}.
\frac{2560+60}{80\left(48\times 1+26\right)}
Multiply 32 and 80 to get 2560.
\frac{2620}{80\left(48\times 1+26\right)}
Add 2560 and 60 to get 2620.
\frac{2620}{80\left(48+26\right)}
Multiply 48 and 1 to get 48.
\frac{2620}{80\times 74}
Add 48 and 26 to get 74.
\frac{2620}{5920}
Multiply 80 and 74 to get 5920.
\frac{131}{296}
Reduce the fraction \frac{2620}{5920} to lowest terms by extracting and canceling out 20.