Statements Analysis on Electropositivity and Ionization Enthalpies of Group 13 Elements
Given below are two statements:
Statement I: Aluminium is more electropositive than thallium as the standard electrode potential value of is negative and is positive.
Statement II: The sum of first three ionization enthalpies of boron is very high when compared to that of aluminium. Due to this reason boron forms covalent compounds only and aluminium forms ion.
In the light of the above statements, choose the correct answer from the options given below
Options
Both Statement I and Statement II are true
Both Statement I and Statement II are false
Statement I is true but Statement II is false
Statement I is false but Statement II is true
Topics & Concepts
Step-by-Step Solution
To determine the correctness of the given statements, let us analyze them individually:
-
Analysis of Statement I:
- The standard electrode potential () measures the tendency of an element to be reduced. A more negative reduction potential value implies a greater tendency for oxidation (loss of electrons) and hence higher electropositive character.
- For aluminium, the standard reduction potential is negative (), which shows its strong tendency to lose electrons and act as a electropositive metal.
- For thallium, the standard reduction potential is positive (), indicating that it is less electropositive due to poor shielding of inner and orbitals, as well as the inert pair effect.
- Hence, aluminium is indeed more electropositive than thallium, making Statement I true.
-
Analysis of Statement II:
- Due to the extremely small size of the boron atom, the sum of its first three ionization enthalpies () is exceptionally high (). This prevents boron from losing three electrons to form the cation, leading it to form only covalent compounds.
- On the other hand, the sum of the first three ionization enthalpies of aluminium is significantly lower (), which is easily compensated for by hydration or lattice energies, allowing aluminium to form ions.
- Thus, Statement II is true.
Since both Statement I and Statement II are correct, the correct option is A (Both Statement I and Statement II are true).