Second ionization potential of alkali metals are very high due to
Correct answer: B. inert gas configuration
- A. being a block elements
- B. inert gas configuration
- C. ns1 electronic configuration
- D. being metal
Explanation
The correct option for why the second ionization potential of alkali metals is very high is:(b) inert gas configurationsHere's why:Being s-block elements: All elements in Groups 1 and 2 are indeed s-block elements. However, this characteristic alone doesn't directly explain the high second ionization potential.Inert gas configurations: After losing the first electron, alkali metals achieve a stable noble gas configuration (ns2) with eight electrons in the outermost shell. This stable configuration makes it significantly harder to remove another electron, requiring much more energy. This is the primary reason for the high second ionization potential.ns1 electronic configuration: After losing the first electron, the remaining electron in alkali metals occupies the ns1 orbital. While it might influence subsequent ionization due to increased nuclear attraction, the ns2 configuration of the noble gas structure plays a more significant role in the high second ionization potential.Being metals: Metallicity generally implies ease of losing electrons. However, this refers to the first ionization potential, not subsequent ones. The presence of a stable configuration after losing the first electron is the main factor affecting the high second ionization potential in alkali metals.Therefore, the inert gas configurations achieved by alkali metals after losing the first electron are the major reason for their significantly high second ionization potential.
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About s-Block and p-Block Elements
The s and p blocks are studied through their valence-shell configurations, periodic trends and characteristic chemical properties. Work covers the reactions of Group I and Group II elements, the behaviour of Group IV elements, and how atomic size, ionization energy, electronegativity and metallic character change across periods and down groups.
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