In the system `A_((s))hArr2B_((g))+3C_((g))`, if the concentration of `C` at equilibrium is increased by a factor of `2`, it will cause the equilibrium concentration of `B` to change to:A. two times the original valueB. one half of its original valueC. `2sqrt(2) times` its original valueD. `(1)/(2sqrt(2))times` its original value

In the system `A_((s))hArr2B_((g))+3C_((g))`, if the concentration of

1.	In the system `A_((s))hArr2B_((g))+3C_((g))`, if the concentration of `C` at equilibrium is increased by a factor of `2`, it will cause the equilibrium concentration of `B` to change to:A. two times the original valueB. one half of its original valueC. `2sqrt(2) times` its original valueD. `(1)/(2sqrt(2))times` its original value
Answer» `K_(c)=[C]^(3)[B]^(2)` if `[C]=[2C]`, then to have `K_(c)` constant `[B]` should be reduced to `([B])/(2sqrt(2))`.

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