The number of monodentate ligands in `CO, CN^(-),NO^(+)`

If EAN of central metal cation M^(2+) in an non-chelating complex is 36 and atomic no. of metal M is 26, then the number of monodentate ligand in this complex are

Consider the following ligands NH_(2)^(-), acac, OH^(-) , Gly, O_(2)^(-) , Phen, DMG, NO_(2)^(-),CO_(3)^(2-),Cl^(-),CH_(3)COO^(-),en,SO_(4)^(2-) . Then calculate vlaue of "P+Q-R-S" here P: total number of ligands which act as bridging as well as monodentate only. Q: Total number of flexidentate ligands. R: Total number of bidentate ligands only S: Total number of unsymmetrical bidentate ligands.

Predict the number of unpaired electrons in [Cr(CN)_6]^(4-)

Assertion Glycinate ion is an example of monodentate ligand Reason It contains N as the only donor atom .

The number of bridging CO ligand(s) and Co-Co bond(s) in Co_(2)(CO)_(8) , respectively

[Fe(CN)_5NO]^(2-)+S^(2-)to Product[X] Answer the following questions for the product [X]. (i)Number of negative monodenate ligand(s). (ii)Effective atomic number of iron in the complex. (iii)Number of unpaired electrons

Give the number of ligands which are monodentate as well as ambidentate overset(Θ)(CN),C_(2)O_(4)^(2-),S_(2)^(2-),NO_(2)^(Θ), overset(Θ)OCN,SCN^(Θ .

Homoleptic octahedral complexes of a metal ion ' M^(3+) ' with three monodentate ligands L_(1),L_(2) and L_(3) absorb wavelengths in the region of green, blue and red respectively. The increasing order of the ligand strength is :

Homoleptic octahedral complexes of a metal ion ' M^(3+) ' with three monodentate ligands L_(1),L_(2) and L_(3) absorb wavelengths in the region of green, blue and red respectively. The increasing order of the ligand strength is :

Nickel (Z=28) combines with a uninegative monodentate ligand X^(-) to form a paramagnetic complex [NiX_4]^(2-) . The number of unpaired electron(s) in the nickel and geometry of this complex ion are, respectively: