Ag -AgCl- Cl - C 2 Cl - C 1- AgCl - Ag for this cell - G is negative if-A- C1-C2B- C 2- C 1C- Both a and c D- C 1- C 2

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Solubility Product

Ag |AgCl| Cl ...

Question

$A g | A g C l | C l^{-} (C_{2}) | | C l^{-} (C_{1}) | A g C l | A g for this cell Δ G$ is negative if:

$C_{1} = C_{2}$

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$C_{1} > C_{2}$

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$C_{2} > C_{1}$

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Both (a) and (c)

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Solution

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Similar questions

A g | A g C l | C l^{-} (C_{2}) ∥ C l^{-} (C_{1}) | A g C l | A g

Δ G

$A g | A g C l | C l^{-} (C_{2}) | | C l^{-} (C_{1}) | A g C l | A g for this cell Δ G$ is negative if:

Zn | Zn2+ (C1) || Zn2+ (C2) | Zn. For this cell G is negative if

Z n | Z n^{2 +} (C_{1}) | | Z n^{2 +} (C_{2}) | Z n

Δ G

$Z n | Z n^{2 +} (C_{1}) | | Z n^{2 +} (C_{2}) | Z n$ ,

for this cell $Δ G$ is negative if:

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