- ASquare pyramidal
- BTrigonal bipyramidal
- COctahedral
- ✓Pentagonal bipyramidal
It can be depicted as follow
$(z=53)($ Ground state $)=$
$\mathop {\boxed{ \uparrow \downarrow }}\limits^{5s} \,\,\mathop {\boxed{ \uparrow \downarrow }\boxed{ \uparrow \downarrow }\boxed \uparrow }\limits^{5p} \,\,\mathop {\boxed{}\boxed{}\boxed{}\boxed{}\boxed{}}\limits^{5d} $
$I$ (Excited state) =
$\mathop {\boxed \uparrow }\limits^{5s} \,\,\mathop {\boxed \uparrow \boxed \uparrow \boxed \uparrow }\limits^{5p} \,\,\mathop {\boxed \uparrow \boxed \uparrow \boxed \uparrow \boxed{}\boxed{}}\limits^{5d} $
$I{F_7} = \mathop {\boxed{ \uparrow \times }}\limits^{5s} \,\,\mathop {\boxed{ \uparrow \times }\boxed{ \uparrow \times }\boxed{ \uparrow \times }}\limits^{5p} \,\,\mathop {\boxed{ \uparrow \times }\boxed{ \uparrow \times }\boxed{ \uparrow \times }\boxed{}\boxed{}}\limits^{5d} $
$s p^{3} d^{3}$ -hybridisation
Here, $X$ denotes electrons of $F$ -atoms. The structure of $I F_{7}$ is shown below:
(fig.)
Pentagonal bipyramidal structure
Generate a complete, print-ready paper with questions like this in minutes — across 16+ boards, with answer keys.
Given $\Delta H$
$(i)\, Fe_2O_{3(s)}+3C_{(graphite)} \to 2Fe_{(s)} + 3CO_{(g)}$ $492\, kJ/mol$
$(ii)\, FeO_{(s)}+C_{(graphite)} \to Fe_{(s)} + CO_{(g)}$ $156\, kJ/mol$
$(iii)\, C_{(graphite)} + O_{2(g)} \to CO_{2(g)}$ $-393 \,kJ/mol$
$(iv)\, CO_{(g)} + \frac{1}{2}\, O_{2(g)} \to CO_{2(g)}$ $-283\, kJ/mol$