"CN^- + H_2O \\quad^\\to _\\leftarrow \\quad HCN + OH^-"
before reaction
"C + - \\quad^\\to _\\leftarrow \\quad - + \\ -"
after reaction
"C(1-h) + - \\quad^\\to _\\leftarrow \\quad Ch + Ch"
"K_h = \\dfrac{[Ch][Ch]}{[C(1-h)]}"
Let 'h << 1
So, "K_h = \\dfrac{C^2 h ^2}{C}"
"K_h = Ch^2"
We know that for a salt of weak acid and strong base;
"K_h =\\dfrac{K_w}{K_a} =\\dfrac{1\u00d710^{-14}}{7\u00d710^{-10}} = 1.43\u00d710^{-5}"
"Ch^2 = 1.43\u00d710^{-5}"
"0.1h^2 = 1.43\u00d710^{-5}"
"h^2 = 1.43\u00d710^{-4}"
h = 0.012
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