Find the number of optically active isomers for the complex `[Pd(en)2 NH3(H2O)] ^(4+)`

The number of geometric isomers of the complex Cr(NH_3)_3Cl_3 are

The number of optically active compounds in the isomers of C_(4)H_(9)Br is

The number of geometrical isomers of the complex [Co(NO_(2))_(3) (NH_(3))_(3)] is

Consider the following statements and arrange in the order of the true/false as given in the codes. S_1 :Both [Co(o x )_3]^(3-) and [CoF_6]^(3-) are paramagnetic. S_2 : CoCl_(3)3NH_3 ( Six Coordination Number ) complex is non-conducting. S_3 :The number of possible geometrical isomers for the complex [Pt(NO_2)(cl) (OH)(NH_3)] is six. S_4 :The oxidation state of iron in brown ring complex [Fe(H_2O)_5NO^+ ] SO_4 is + 1 Where NO is NO^(+)

Total number of geometrical isomers for the complex [RhBr(H_(2)O)(PPh_(3))(NH_(3))] is :

Find the sum of number of geometrical isomers for following complexes. (a) [CoCl_(2)Br_(2)]^(2-) " " (b) [Rh(en)_(3)]^(3+) " " ( c) [Cr(en)_(2)Br_(2)]^(+) (d)[Pt en Cl_(2)] "

Total number of possible isomers of complex [Pd(NH_(3))_(2)(SCN)_(2)]

(a) For the complex [Fe(H_(2)O)_(6)]^(3+) , write the hybridization, magnetic character and spin of the complex. (At. Number : Fe =26) (b) Draw one of the geometrical isomers of the complex [Pt(en)_(2)CI_(2)]^(2+) which is optically inactive.

(a) For the complex [Fe(H_(2)O)_(6)]^(3+) , write the hybridization, magnetic character and spin of the complex. (At. Number : Fe =26) (b) Draw one of the geometrical isomers of the complex [Pt(en)_(2)Cl_(2)]^(2+) which is optically inactive.

Find the number of geometrical isomers in [Co(en)(Pn)(NO_(2))_(2)] .