pH = 4.30
"HC_3H_5O_3" - (weak acid)
"C_3H_5O_3^-" - (Conjugate base of HC3H5O3)
"Na^+"- (spectator ion )
"H_2O" - (Very weak acid or base )
"K_a = 1.4\u00d7 10^{-4}"
"\\begin{aligned}\n[H^+] &= 10^{-pH}\\\\\n&= 10^{-4.30}\\\\\n&=5.01\u00d7 10^{-5}M\n\\end{aligned}"
"HC_3H_5O_{3(aq)} \\ ^\\leftarrow_\\rightarrow \\ H^+_{(aq)} + C_3H_5O_{3(aq)}^-"
Using ICE
Initial -> 0.12M = 0M + yM
Change ->. -x = +x +x
Equilibrium -> 0.12-x = x y+x
"\\therefore x = [H^+] = 5.01\u00d7 10^{-5}M"
"K_a = \\dfrac{[H^+][C_3H_5O_3^-]}{[HC_3H_5O_3] }"
"1.4 \u00d7 10^{-4} = \\dfrac{[5.01\u00d7 10^{-5}M][y+5.01\u00d7 10^{-5}M]}{[0.12 - 5.01\u00d7 10^{-5}M] }"
"1.68\u00d710^{-5}= 5.01\u00d7 10^{-5}y + 2.51\u00d7 10^{-9}"
y = 0.337M
"\\therefore" The concentration of sodium lactate is 0.34M.
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