MCQ
For the cell reaction, $2C{e^{4 + }} + Co \to 2C{e^{3 + }} + C{o^{2 + }}$ $E{^\circ _{cell}}$ is $1.89\,V$. If $E{^\circ _{C{e^{4 + }}/C{e^{3 + }}}}$ ........... $\mathrm{V}$
- A$-1.64$
- ✓$+ 1.64$
- C$-2.08 $
- D$+ 2.17$
$E_{Cell}^0 = E_{Cathode}^0 - E_{Anode}^0$ $ = 1.89 = E_{Cell}^0 - ( - 0.28)$
$E_{Cell}^0 = 1.89 - 0.28 = 1.61$ Volts.
Generate a complete, print-ready paper with questions like this in minutes — across 16+ boards, with answer keys.
| Column$-I$ | Column$-II$ |
| $(a)$ $\mathrm{XeF}_{4}$ | $(i)$ pyramidal |
| $(b)$ $\mathrm{XeF}_{6} $ | $(ii)$ square planar |
| $(c)$ $\mathrm{XeOF}_{4}$ | $(iii)$ distorted octahedral |
| $(d)$ $\mathrm{XeO}_{3} $ | $(iv)$ square pyramidal |
code : $(a) \quad (b)\quad (c) \quad (d)$
$\left[ Ag \left( H _{2} O \right)_{2}\right]\left[ Ag ( CN )_{2}\right]$ is :

