The bond lengths of A –A and B – B bonds are 1.6 and 2.0 Å, respectively. If the electronegativities of A and B are 2.8 and 2.1, respectively, the according to Schomaker and Stevenson's Equation, the bond length of A– B bond should be:
A
3.537 Å
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B
2.973 Å
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C
1.737 Å
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D
1.567 Å
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Solution
The correct option is C 1.737 Å We know that, dAB=rA+rB–0.09[ΔEN]
where ΔEN is electronegativity difference between A and B and rA and rB are respectively the atomic radii of A and B (half of bond lengths of A-A and B-B) dAB=1.62+2.02−0.09(2.8−2.1) dAB=1.737Å