The metal complex has $sp^3d^2$ hybridization. This hybridization corresponds to an octahedral geometry around the central metal atom ($M$) with a coordination number of 6.
The formula given is $MCl_4.3NH_3$. Given the coordination number is 6, the central metal atom $M$ must coordinate to a total of 6 ligands. The formula suggests the presence of 3 ammonia ($NH_3$) molecules and 4 chlorine ($Cl$) atoms associated with the metal. Ammonia ($NH_3$) is a neutral ligand, and chlorine ($Cl$) typically acts as an anionic ligand ($Cl^-$) in coordination complexes. A plausible structure consistent with the formula and coordination number 6 is that 3 $NH_3$ molecules and 3 $Cl^-$ ions act as ligands, while one $Cl^-$ ion remains outside the coordination sphere as a counter ion. The complex can be represented as $ [M(NH_3)_3Cl_3]Cl $. This arrangement utilizes 3 neutral $NH_3$ ligands and 3 anionic $Cl^-$ ligands, totalling 6 coordination sites, and leaves one $Cl^-$ as the counter ion, consistent with the overall stoichiometry.
The coordination entity within the complex is $ [M(NH_3)_3Cl_3] $. This is an octahedral complex of the general formula $ Ma_3b_3 $, where 'M' is the central metal atom, 'a' represents the $ NH_3 $ ligands, and 'b' represents the $ Cl $ ligands.
Octahedral complexes of the type $ Ma_3b_3 $ exhibit geometrical isomerism. There are two possible arrangements for the ligands:
Therefore, the complex $ [M(NH_3)_3Cl_3] $ exhibits 2 geometrical isomers.
The crystal field splitting energy of $[\text{Co(oxalate)}_3]^{3-}$ complex is '$n$' times that of the $[\text{Cr(oxalate)}_3]^{3-}$ complex. Here '$n$' is ___________. (Assume $\Delta_o >> P$)
The correct order of spin-only magnetic moments among the following is :
(Atomic number : Mn = 25, Co = 27, Ni= 28, Zn = 30)
The crystal field splitting energy of $[\text{Co(oxalate)}_3]^{3-}$ complex is '$n$' times that of the $[\text{Cr(oxalate)}_3]^{3-}$ complex. Here '$n$' is ___________. (Assume $\Delta_o >> P$)