modibis/vi c d Praine View A&M; Universit..* tion 19 cf 30 eneral Chemistry 4th
ID: 1051073 • Letter: M
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modibis/vi c d Praine View A&M; Universit..* tion 19 cf 30 eneral Chemistry 4th Edition University Science Books presanted by Saping Laarninga Phosphoric acid, HsPO4(aq), is a triprotic acid, meaning that one molecule of the acid has three acidic the concentrations of all species in a 6.450 M phosphoric acid solution. 2.16 721 12.32 Estimate the pH, and the concentrations o osplt p soidon 216 721 12.32 Number Number Number Number Numbor pH- D Number Check Answer Next O Previous Previous _up & ViewExplanation / Answer
pka = - log (ka)
ka1 = 6.91 * 10^-3
ka2 = 6.16 * 10^-8
ka3 = 4.78 * 10^-13
3 equilibria of dissociation of H3PO4 is
H3PO4 [H+] + [H2PO4-]
[H2PO4-] [H+] + [HPO42-]
[HPO42-] [H+] + [PO43-]
Where ka1, ka2 and ka3 are the respective equilibrium constants.
H3PO4 [H+] + [H2PO4-]
Initial 0.450M 0 0
at equilibrium ( 0.450M - 0.450x) 0.450x 0.450 x
ie) Ka1 = ( 0.450x)2 / 0.450 ( 1- x)
6.91 * 10^-3 = 0.450x2 /(1-x)
0.00691 -0.00691x = 0.450x2
0.450x2 + 0.00691x -0.00691 = 0
Solving above quadratic equation
x = 0.1165
[H+] = .45 x 0.1165 = 0.05245 M
Thus concentration of [H+] is 5.2 * 10^-2.
This implies that pH is 1.2840 = 1.3
pOH = 12.7
[OH-] = 1.995 x 10^-13
[H2PO4-] is same as [H+]
[H3PO4] = 0.45 - 5.2 * 10^-2 = 0.398 M.
Similarly by solving quadratic equations we get
[HPO42-] = ka2 = 6.16 * 10^-8 M.
[PO4^3-] = 6.69 * 10^-19 M.
The addition of [H+] due to the second and third equilibrium is very low, and so we can neglect it.
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