Given equation is "CS_2+O_2\\to CO_2+SO_2"
Balanced equation will be "CS_2+3O_2\\to CO_2+2SO_2"
As 1 mole of "CS_2" reacts with 3 moles of "O_2" it gives 1 mole of "CO_2" and 2 moles of "SO_2"
Molar mass of "CS_2" "=" 76"g\/mol"
Number of moles of "CS_2 =\\frac{150}{76}=0.001974"
Number of moles of "O_2" "=\\frac{285}{22400}=0.0127"
Number of moles of "O_2" required to completely react with "CS_2" "=3\\times0.001974=0.005922"
Number of unreacted moles of "O_2=0.0127-0.005922=0.006778"
Number of moles of "CO_2" formed"=0.001974"
Number of moles of "SO_2" formed"=2\\times0.001974=0.003948"
After reaction total number of gaseous moles"=0.006778+0.001974+0.003948=0.0127"
Total volume of final mixture "=0.0127\\times22400=285ml"
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