MCQ
The angular momentum of an electron depends on
- APrincipal quantum number
- ✓Azimuthal quantum number
- CMagnetic quantum number
- DAll of these
Orbital angular momentum is calculated by the expression $\mu_1=\sqrt{l(l+l)} \frac{ h }{2 \pi}$
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| $List-I$ | $List-II$ |
| ($P$) $XeF _2$ | ($1$) Trigonal bipyramidal and two lone pair of electrons |
| ($Q$) $XeF _4$ | ($2$) Tetrahedral and one lone pair of electrons |
| ($R$) $XeO _3$ | ($3$) Octahedral and two lone pair of electrons |
| ($S$) $XeO _3 F _2$ | ($4$) Trigonal bipyramidal and no lone pair of electrons |
| ($5$) Trigonal bipyramidal and three lone pair of electrons |
If $\Delta H^o = 25\,kcal/mol$ and $\Delta S^o = 50\,cal/K,$ at what temperature equilibrium will be established in the container. (Ignore variation of $\Delta H^o$ and $\Delta S^o$ with temperature.).......$K$
The number of compounds/species which obey Huckel's rule is $..........$
$B$ will be