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Question: Which of the following are iso-electronic species? A.\( C{O_2},{\text{ }}N{O_2}\) B. \(N{O_2}^ -...

Which of the following are iso-electronic species?
A.CO2, NO2 C{O_2},{\text{ }}N{O_2}
B. NO2, CO2N{O_2}^ - ,{\text{ }}C{O_2}
C. CN, COC{N^ - },{\text{ }}CO
D. SO2, CO2S{O_2},{\text{ }}C{O_2}

Explanation

Solution

We must know that the iso-electronic species are the ones which have similar electron configurations. Check the valence electron configuration.

Complete step by step answer:
Let’s start with discussing iso-electronic species. Iso-electronic species are the ones which have similar electron configurations. Like, O2{O^{2 - }} is having similar electronic configurations as N3{N^{ - 3}} which is 1s22s22p61{s^2}2{s^2}2{p^6}.
But how to check electronic configuration is the case of molecules? To check we need to check the valence electrons of the molecules. So, let’s check the valence electron of molecules CO2, NO2, NO2, CN, CO and SO2C{O_2},{\text{ }}N{O_2},{\text{ }}N{O_2}^ - ,{\text{ }}C{N^ - },{\text{ }}CO{\text{ }} and {\text{ }}S{O_2}. For CO2C{O_2} the number of valence electrons is 4+6+64+6+6 which is 1616 valence electrons.
For NO2N{O_2} the number of valence electrons is 5+6+65+6+6 which is 1717 valence electrons. For NO2N{O_2}^ - the number of valence electrons is 5+6+6+15+6+6+1 which is 18. For CNC{N^ - } the number of valence electrons is 4+5+14+5+1 which is 1010. For COCO the number of valence electrons is 4+64+6 which is 1010 valence electrons. For SO2S{O_2} the number of valence electrons is 6+6+66+6+6 which is 1818 valence electrons.
So, the only two with similar valence electron configurations are COCO and CNC{N^ - } which are 1010 valence electrons each.

Hence, the answer to this question is C..

CNand COC{N^ - }and{\text{ }}CO.

Note: Most of the times we get confused between iso-electronic species and iso-electric point. Both the terms are totally different in meaning, iso-electronic species are the one having the same electronic configuration whereas the iso-electric point is the point at which the net charge of any solution becomes 0.