Related Formula
NH₃ + K₂HgI₄ + KOH arrow HgO· Hg(NH₂)I + KI + H₂O$$NH_3 + K_2HgI_4 + KOH \rightarrow HgO\cdot Hg(NH_2)I \downarrow + KI + H_2O$$
Core Logic
The reagent K₂HgI₄$K_2HgI_4$ in alkaline medium is Nessler's reagent. It gives a brown precipitate (iodide of Millon's base) with ammonia (NH₃$NH_3$).
Therefore, the compound EH₃$EH_3$ is NH₃$NH_3$, and the element (E) is Nitrogen (N). The binary cation is the ammonium ion (NH₄^+)$(NH_4^+)$.
We need to find the first ionization enthalpy of Nitrogen among the first elements of groups 13 (B), 14 (C), 15 (N), and 16 (O).
Due to its stable half-filled 2p³$2p^3$ configuration, Nitrogen has a remarkably high first ionization energy, higher than Oxygen.
The order is: B < C < O < N$B < C < O < N$.
Among the given values (801, 1086, 1312, 1402), 1402 kJ mol⁻¹$kJ\text{ mol}^{-1}$ is the highest and corresponds to Nitrogen.
Step 1: Final Conclusion
Element E is Nitrogen, and its correct first ionization enthalpy is 1402 kJ mol⁻¹$kJ\text{ mol}^{-1}$.
Pattern Recognition
Always remember the ionization energy exception across period 2: N > O and Be > B due to stable half-filled and fully-filled orbitals.
Chapter Mix
Class 11 Chemistry: Classification of Elements and Periodicity in Properties
Class 12 Chemistry: p-Block Elements