The ICE approach for the equilibrium yields;
"CHCO_2H+H_2O \\leftrightharpoons H_3O^{+}+CH_3CO_2^-"
The initial concentration of "CH_3CO_2H" "=0.20"
Change "=x"
Equilibrium concentration"= 0.20-x"
The initial concentration of "CH_3CO_2^-"
."=0.20"
Change"=x"
Equilibrium concentration"= 0.20+x"
Substituting the equilibrium concentration terms into the "K_a" expression, assuming "x\\lll" "0.20" and solving the simplified equation for "x" yields
"x= 1.8\\times 10^{-5}"
"[H_3O^+]=0+x=1.8\\times 10^{-5}" "pH=-log [H_3O^+]=-log (1.8\\times 10^{-5}M)=4.74"
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