Coordination number of Cr is six. A complex with C2O42−, en and superoxide O2Θ will be in the ratio to make complex CrC2O4x,(en)yO2zΘ
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a
x-1 y - 1 z -1
b
x - 1 y - 1 z - 2
c
x - 1 y - 2 z - 2
d
x -2 y - 1 z - 1
answer is B.
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Detailed Solution
Cr3+,C2O42−,(en)0,O2ΘC2O42− and (en)0 are bidentate ligand. CN of Cr3+=6, So, x=1,y=1,z=2CN=x×2+y×2+2z=6=1×2+1×2+2×1=6Sum of charges = Net charges+3+(−2x)+0(y)+(−1×z)=−1(x=1,y=1,z=2)∴+3−2+9−1×2=−1Sum of charges = -1, Net charges = - 1