We can use the volume of water and HCl solution expressed in liters to find the percentage in volume with respect to HCl:
% ( v / v ) = v H C l v T × 100 % ( v / v ) = v H C l v H C l + v w a t e r × 100 % ( v / v ) = 7.5 L ( 7.5 + 1.9 ) L × 100 % ( v / v ) = 7.5 L 9.4 L × 100 ⟹ % ( v / v ) = 79.787 % ≊ 79.8 % \%(v/v)=\cfrac{v_{HCl}}{v_{T}} \times 100
\\ \%(v/v) =\cfrac{v_{HCl}}{v_{HCl}+v_{water}}\times 100
\\ \%(v/v)=\cfrac{7.5\,L}{(7.5+1.9)\,L}\times 100
\\ \%(v/v)=\cfrac{7.5\,\cancel{L}}{9.4\, \cancel{L} }\times 100
\\ \implies \%(v/v)=79.787\%\approxeq79.8\% % ( v / v ) = v T v H Cl × 100 % ( v / v ) = v H Cl + v w a t er v H Cl × 100 % ( v / v ) = ( 7.5 + 1.9 ) L 7.5 L × 100 % ( v / v ) = 9.4 L 7.5 L × 100 ⟹ % ( v / v ) = 79.787% ≊ 79.8%
Reference
Chang, R., & Goldsby, K. A. (2010). Chemistry. Chemistry, 10th ed.; McGraw-Hill Education: New York, NY, USA .
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