HA <-> H+ + A-
If x of HA have dissociated then
K = [H+][A−][HA]=x∗x0.6−x{\frac {[H^+][A^-]}{[HA]}}={\frac {x*x}{0.6-x}}[HA][H+][A−]=0.6−xx∗x
[H+] = [A-] = x = 10-pH = 10-1.98 = 0.0105
[H+][A−][HA]=x∗x0.6−x=0.0105∗0.01050.6−0.0105=0.000110.5895=1.866∗10−4≈1.86∗10−4{\frac {[H^+][A^-]}{[HA]}}={\frac {x*x}{0.6-x}}={\frac {0.0105*0.0105}{0.6-0.0105}}={\frac {0.00011}{0.5895}}=1.866*10^{-4}\approx1.86*10^{-4}[HA][H+][A−]=0.6−xx∗x=0.6−0.01050.0105∗0.0105=0.58950.00011=1.866∗10−4≈1.86∗10−4
Answer b 1.86 x 10-4
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