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A complex ion [M(en)2(NH3)2]Cl2 shows geometrical isomerism and exists in cis and trans forms. If the cis isomer shows optical activity, the configuration around the central metal ion M is:
Tetrahedral
Square planar
Octahedral
Linear
According to Werner's theory, the primary and secondary valencies of the central metal ion in the complex [Co(NH3)4Cl2]Cl are respectively:
+1 and 4
+2 and 6
+3 and 6
+3 and 4
Which of the following postulates of Werner's theory explains the conductivity of coordination compounds?
The primary valencies are ionizable, while secondary valencies are non-ionizable
Both primary and secondary valencies are ionizable
Only secondary valencies are ionizable
Neither primary nor secondary valencies are ionizable
A complex of the formula [M(AA)2b2]n+ (where AA is a symmetrical bidentate ligand and 'b' is a monodentate ligand) is known to exist as three different isomers. One isomer shows optical activity, while the other two do not. Which of the following is the MOST LIKELY geometry of the complex?
Tetrahedral
Square planar
Octahedral
Trigonal bipyramidal
According to Werner's theory, the primary valency of a metal ion is satisfied by:
Negative ions
Neutral ligands
Positive ions
Coordinate covalent bonds
Which of the following is NOT a postulate of Werner's theory?
Metals exhibit only primary valency.
Every metal atom has two types of valencies: primary and secondary.
The primary valency is ionizable, while the secondary valency is non-ionizable.
The secondary valency is fixed for a given metal.
According to Werner's theory, the ligands satisfying the secondary valency are:
Only anions
Only neutral molecules
Neutral molecules or anions
Only cations