Question

The electrochemical cell shown can be used to calculate the formation constant (Kf) for a metal (M) and EDTA. The cell has a potential of −0.266 V. The right half‑cell contains a metal ion (M2+) with a standard reduction potential of −0.236 V.

M2+ + 2e −−⇀↽−M(s) E°=−0.236 V

Voltmeter H, (9) PH2=0.40 bar Salt bridge 30 mL of 0.010 M citric acid 70 mL of 0.010 M NaOH 30 mL of 0.010 M M2+ 70 mL of 0.

Citric acid has three pKa values: 3.128, 4.761, and 6.396. Calculate the Kf for the metal–EDTA complex.

Kf=

0 0
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Answer #1

page:01 Answer:- According to the given information, to calculate the key for the metal-ESTA Complex, Given, Cell voltage, Ecpage:09 Et 64 5401986) – Dogana long terting 40.936) - O05916 O ... celt voltage of left half-cell reaction essing nennst eanpage:03 the hydrogen ion concentration (rit} is calculated from the pH value of the solution - from coluen the sucction Endspageiou * Hann tot > HA2- + Hgo pka nu.761 mmol NaOH = 0:00-0:30 z Olomol mmol /A2 -0.30 HAZ* + OH --> M3+ + H908. pka = 6:39page:05 {{*} = 803x16m Substitute this valeve og[H+] in gqin @ --O266 5 -00236 -0.05916 fogl 18.03x003) 2 01 O UOCM2+] ] -0.3page:06 1 kg = (My2-} 1 [**] &yu-Cepralgerald - (EDTAber initial mol of EOTA - initial mol of Mn24 Total volume. My 2 - initi

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