For isoelectronic species, the number of electrons should be the same. Calculate the number of electrons for each ion by considering the atomic number and the charge.
\(N ^{3-}, O ^{2-}, F ^{-}, S ^{2-}\)
\(K ^{+}, Cl ^{-}, Ca ^{2+}, Sc ^{3+}\)
\(Ba ^{2+}, Sr ^{2+}, K ^{+}, Ca ^{2+}\)
\(Li ^{+}, Na ^{+}, Mg { }^{2+}, Ca ^{2+}\)
Step 1: Understand Isoelectronic Species Isoelectronic species are atoms or ions that have the same number of electrons.
Step 2: Calculate the Number of Electrons in Each Ion
\(\text{Li}^+ \) (2 electrons), \(\text{Na}^+\) (10 electrons), \(\text{Mg}^{2+}\) (10 electrons), \(\text{Ca}^{2+}\) (18 electrons)
\(\text{Ba}^{2+}\) (54 electrons), \(\text{Sr}^{2+}\) (36 electrons), \(\text{K}^+\) (18 electrons), \(\text{Ca}^{2+}\) (18 electrons)
\(\text{N}^{3-}\) (10 electrons), \(\text{O}^{2-}\) (10 electrons), \(\text{F}^-\) (10 electrons), \(\text{S}^{2-}\) (18 electrons)
\(\text{K}^+\) (18 electrons), \(\text{Cl}^-\) (18 electrons), \(\text{Ca}^{2+}\) (18 electrons), \(\text{Sc}^{3+}\) (18 electrons)
Write the correct order of rate of reaction of following with PhN$_2$Cl 
K$_{sp}$ of AgBr = 4y Then, the ratio of molarity (solubility) of (1) to (2) is:
K$_{sp}$ of AgBr = 4y Then, the ratio of molarity (solubility) of (1) to (2) is:
The first and second ionization constants of $H_{2X}$ are $2.5 \times 10^{-8}$ and $1.0 \times 10^{-13}$ respectively. The concentration of $X^{2-}$ in $0.1$ M $H_{2}X$ solution is ____________\( \times 10^{-13}\) M. (Nearest Integer)
Net electric field at point A as shown in figure is at an angle of $60^\circ$ with x-axis then, find $\frac{P_2}{P_1} = ?$ 
In Ionic equilibrium, the ionic substance dissociates into its ions in polar solvents. The ions formed are always in equilibrium with their undissociated solute in the solution.
⇒ Representation of Ionic Equilibrium: Xa Yb ⇌ aXb+ + bYa-
Reactants and products coexist in equilibrium so that reactant conversion to product is always less than 100%. Equilibrium reactions may involve the decomposition of a covalent (non-polar) reactant or ionization of ionic compounds into their ions in polar solvents.
In this section, we will learn about the ionic equilibrium in ionic solutions. Substances in Ionic Equilibrium can be classified into two categories on the basis of their ability to conduct electricity given as under,
These are substances that consist of molecules that bear no electric charge, do not dissociate into their constituent ions and thus do not conduct electricity in their aqueous solution or molten state. For example sugar solution.
These are substances that dissociate into their constituent ions in their aqueous solution and thus conduct electricity in their aqueous solutions or molten state. For example, salt solution, acid solution, base solution etc.