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Given the data at 25^(@)C Ag+I^(-)rarr...

Given the data at `25^(@)C`
`Ag+I^(-)rarrAgl+e^(-)" "E^(@)=0.153V`
`Ar rarrAg^(+)+e^(-)E^(@)=0.800V`
What is the value of `log K_(sp)` for AgI?

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Given the data at 25^(@)C Ag+I^(-)rarrAgl+e^(-)" "E^(@)=0.152V Ag rarrAg^(+)+e^(-)E^(@)=-0.800V What is the value of log K_(sp) for AgI?

Given the data at 25^@C Ag + I^(-) to AgI + e^(-) , E^@ = 0.152V Ag to Ag^(+) + e^(-) , E^@= -0.800V What is the value of log K_(sp) for AgI

Given the data 25^(@) C , Ag+ I^(-) to AgI+e^(-) , E^(@) = 0.152V Ag to Ag^(+) + E(-) , E^(@) = - 0.800V What is the value of K_(sp) for AgI?

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At 25^(@)C, {:(Ag+I^(-)rarr,AgI+e,,E^(@) =0.152V),(Agrarr,Ag.^(+)+e,,E^(@) =- 0.80V):} The log K_(sp) of AgI is: ((2.303RT)/(F)=0.059)

At 25^(@)C, {:(Ag+I^(-)rarr,AgI+e,,E^(@) =0.152V),(Agrarr,Ag.^(+)+e,,E^(@) =- 0.80V):} The log K_(sp) of AgI is: ((2.303RT)/(F)=0.059)