The correct stability order of the following species/molecules is:

To determine the stability order of the given species or molecules, we need to analyze the structural features and resonance contributions associated with each.
The correct stability order based on the aromatic nature and resonance stabilization is \( q > r > p \), where:
Therefore, the correct answer is \( q > r > p \).
To determine the correct stability order of the given species/molecules, we need to examine factors that contribute to their stability. These factors can include electron distribution, resonance structures, and inductive effects, among others.
Step 1: Analyze Species \( q \)
Species \( q \) has favorable characteristics such as extensive resonance stabilization, which can delocalize charge across the molecule, enhancing its stability.
Step 2: Analyze Species \( r \)
Species \( r \) has some degree of resonance or an inductive effect that provides moderate stabilization, placing it in an intermediate position between \( q \) and \( p \).
Step 3: Analyze Species \( p \)
Species \( p \) lacks sufficient resonance structures or may even have some electron-withdrawing elements destabilizing the molecule, making it the least stable.
Final Stability Order:
After examining the key factors influencing stability, the correct order is \( q>r>p \), as species \( q \) benefits most from stabilizing effects, followed by \( r \), and then \( p \).
A solution of aluminium chloride is electrolyzed for 30 minutes using a current of 2A. The amount of the aluminium deposited at the cathode is _________
If \( z \) is a complex number and \( k \in \mathbb{R} \), such that \( |z| = 1 \), \[ \frac{2 + k^2 z}{k + \overline{z}} = kz, \] then the maximum distance from \( k + i k^2 \) to the circle \( |z - (1 + 2i)| = 1 \) is: