Advertisements
Advertisements
प्रश्न
Calculate E°cell for the following reaction at 298 K:
2Al(s) + 3Cu+2(0.01M) → 2Al+3(0.01M) + 3Cu(s)
Given: Ecell = 1.98V
उत्तर
Al(S) | Al3+ (aq) (0.01M) || Cu2+ (aq) (0.01M) | Cu(s) LHE (Al(s) → Al3+(aq) +3e-) × 2 (Oxidation at anode)
RHE [Cu2+ (aq) + 2e- → Cu(s) ] × 3 (reduction at cathode)
∴ n = 6
Ecell = `E°_(cell) - 0.0591/n log ([Al^(3+)]^2)/([Cu^(2+)]^3)`
`E°_(cell) = E_(cell) +0.0591/n log ([Al ^(3+)]^2)/([Cu^(2+)]^3)`
`= 1.98 + 0.0591/6 log (0.01)^2/((0.01)^3)`
`= 1.98 + 0.0591/6 log 10^2`
`= 1.98 + 0.0591/6 2 log 10`
`= 1.98 + 0.0591/6 xx 2 [ ∵ log 10 = 1]`
= 1.98 + 0.0197
E°cell = 1.9997 V
APPEARS IN
संबंधित प्रश्न
Calculate emf of the following cell at 25 °C :
Fe|Fe2+(0.001 M)| |H+(0.01 M)|H2(g) (1 bar)|Pt (s)
E°(Fe2+| Fe)= −0.44 V E°(H+ | H2) = 0.00 V
Calculate e.m.f. and ∆G for the following cell:
Mg (s) |Mg2+ (0.001M) || Cu2+ (0.0001M) | Cu (s)
`"Given :" E_((Mg^(2+)"/"Mg))^0=−2.37 V, E_((Cu^(2+)"/"Cu))^0=+0.34 V.`
Depict the galvanic cell in which the reaction \[\ce{Zn(s) + 2Ag+(aq) → Zn^{2+}(aq) + 2Ag(s)}\] takes place. Further show:
- Which of the electrode is negatively charged?
- The carriers of the current in the cell.
- Individual reaction at each electrode.
In the representation of the galvanic cell, the ions in the same phase are separated by a _______.
Draw a neat and labelled diagram of the lead storage battery.
Standard electrode potential is measured taking the concentrations of all the species involved in a half-cell is ____________.
What does the negative sign in the expression `"E"^Θ ("Zn"^(2+))//("Zn")` = − 0.76 V mean?
Represent the cell in which the following reaction takes place.The value of E˚ for the cell is 1.260 V. What is the value of Ecell?
\[\ce{2Al (s) + 3Cd^{2+} (0.1M) -> 3Cd (s) + 2Al^{3+} (0.01M)}\]
Standard reduction potentials (E°) of Cd2+, respectively which is the strongest reducing agent
A voltaic cell is made by connecting two half cells represented by half equations below:
\[\ce{Sn^{2+}_{ (aq)} + 2e^- -> Sn_{(s)}}\], E0 = − 0.14 V
\[\ce{Fe^{3+}_{ (aq)} + e^- -> Fe^{2+}_{ (aq)}}\], E0 = + 0.77 V
Which statement is correct about this voltaic cell?