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What will be the parital pressure of He and O_(2) respectively , if 200 ml of He at 0.66 atm and 400ml at O_(2) at 0.52 atm pressure are mixed in 400 ml vessel at 20^(@)C. |
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Answer» 0.33 and 0.56 `n_(He)=(0.66xx200)/(RT )` `n_(O_(2))=(0.52xx400)/(RT)` `PV=nRT` `P=((n_(He)+n_(O_(2)))RT)/(400)` `P_(T)=(0.66xx200+400xx0.52)/(400)` `:' X_(He)=(n_(He))/(n_(O_(2))+n_(He))` `X_(He)=(0.66 xx 200)/(0.66 xx200+400xx0.52)=(132)/(132+208)` `P_(He)=X_(He)P_(T)=(132)/(340)xx(340)/(400)implies P_(He)=0.33` `X_(O_(2))=(208)/(400)` So, `P_(O_(2))=0.52` |
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