
What is the average bond order in the sulphate ion?
Answer
511.5k+ views
Hint: Formula of sulphate ion is \[S{{O}_{4}}^{2-}\]. Bond order is the number of covalent bonds shared between two atoms. Resonance is possible in sulphate ions, so be careful while calculating the bond order.
Structure of sulphate ion:
Complete answer:
-Bond order can be integer as well as fraction. For example, In case of Nitrogen \[\left( N\equiv N \right)\], the bond order is , as there are \[3\] bonds between the two nitrogen atoms. But it can be fractional also where resonance is taking place. There are various methods to calculate bond order like molecular orbital theory, but for this question we’ll stick to one formula which is
-Bond order \[=\] Number of resonating bonds/Number of resonating structures
Where, the number of resonating bonds are those bonds which are involved in resonance.
-So, in this question, when you will draw all the resonating structures of sulphate ion(You just have to keep moving the negative charge on oxygen and form the subsequent resonating structures). You will notice all the bonds were involved in resonance, which means, number of resonating bonds are \[6\] in number and there are a total of \[4\]resonating structures(including the original structure)
Therefore, the bond order \[=\frac{6}{4}=1.5\]
Note:
Bond order is used as an indicator of stability of a chemical bond between two atoms. Higher the bond order, higher is the stability of that molecule and bond order is often used to compare the stability of molecules. Bond order can be zero also, for example in \[H{{e}_{2}},B{{e}_{2}}\] bond order is zero which can be explained by molecular orbital theory.
Structure of sulphate ion:
Complete answer:
-Bond order can be integer as well as fraction. For example, In case of Nitrogen \[\left( N\equiv N \right)\], the bond order is , as there are \[3\] bonds between the two nitrogen atoms. But it can be fractional also where resonance is taking place. There are various methods to calculate bond order like molecular orbital theory, but for this question we’ll stick to one formula which is
-Bond order \[=\] Number of resonating bonds/Number of resonating structures
Where, the number of resonating bonds are those bonds which are involved in resonance.
-So, in this question, when you will draw all the resonating structures of sulphate ion(You just have to keep moving the negative charge on oxygen and form the subsequent resonating structures). You will notice all the bonds were involved in resonance, which means, number of resonating bonds are \[6\] in number and there are a total of \[4\]resonating structures(including the original structure)
Therefore, the bond order \[=\frac{6}{4}=1.5\]
Note:
Bond order is used as an indicator of stability of a chemical bond between two atoms. Higher the bond order, higher is the stability of that molecule and bond order is often used to compare the stability of molecules. Bond order can be zero also, for example in \[H{{e}_{2}},B{{e}_{2}}\] bond order is zero which can be explained by molecular orbital theory.
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