At a certain temperature the equilibrium constant `K_(c)` is `0.25` for the reaction `A_(2)(g)+B_(2)(g) hArr C_(2)(g)+D_(2)(g)` If we take 1 mole of each of the four gases in a 10 litre container, what would be equlibrium concentration of `A_(2)(g)` ?
A
`0.331M`
B
`0.033M`
C
`0.133M`
D
`1.33M`
Text Solution
Verified by Experts
The correct Answer is:
3
`Q_(c)=(1xx1)/(1xx1)=1` `:'Q_(c)gtK_(c)` sor reaction will proceed in backward direction `:` `{:(,A_(2)(g),+,B_(2)(g),hArr,C_(2)(g),+,D_(2)(g)),("Conc. eqm",(1+x)/(10),,(1+x)/(10),,(1+x)/(10),,(1-x)/(10)):}` `0.25=(((1-x)/(10))^(2))/(((1+x)/(10))^(2))" "rArr" "x=0.333` `[A_(2)(g)]=(1+x)/(10)=(1.333)/(10)=0.133`
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