CUET UG Chemistry Booster Test - 3 Bonding and Applications
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QUESTION 1 OF 20
Based on Werner's experiments, which formulation represents the purple compound that precipitates exactly 2 moles of AgCl from 1 mole of the complex?
QUESTION 2 OF 20
Analyze the following statements about early coordination chemistry models. Choose the correct statements:
1. Werner postulated that secondary valences are non-ionisable and fixed for a metal.
2. Primary valences are satisfied by neutral molecules only.
3. The spatial arrangement of secondary valences yields coordination polyhedra.
4. Werner successfully explained the exact cause of d-d transitions.
QUESTION 3 OF 20
For a d⁶ metal ion (like Co³⁺), under the influence of strong field ligands, maximum spin pairing occurs. This results in which hybridisation for the resulting octahedral complex?
QUESTION 4 OF 20
Match the complex with its inner/outer orbital characteristics and hybridisation:
| List I | List II |
|---|---|
| 1. [Co(C₂O₄)₃]³⁻ | a. Outer orbital, sp³d², paramagnetic (4 unpaired e⁻) |
| 2. [MnCl₆]³⁻ | b. Inner orbital, d²sp³, diamagnetic |
| 3. [Fe(CN)₆]³⁻ | c. Inner orbital, d²sp³, paramagnetic |
| 4. [CoF₆]³⁻ | d. Outer orbital, sp³d², paramagnetic (4 unpaired e⁻) |
QUESTION 5 OF 20
Why do tetrahedral complexes of the formula [M(A)₂(B)₂] not exhibit geometrical isomerism?
QUESTION 6 OF 20
What is the IUPAC name for the geometric isomer of [Co(NH₃)₃(NO₂)₃] that has three donor atoms of the same ligand occupying adjacent positions at the corners of an octahedral face?
QUESTION 7 OF 20
Identify the reaction/interaction type responsible for the strengthening of the metal-carbon bond in metal carbonyls, often stabilizing their zero oxidation state:
QUESTION 8 OF 20
The primary indicator used in magnetic susceptibility experiments to determine if a complex forms an inner or outer orbital coordination entity is measured in which unit?
QUESTION 9 OF 20
Which of the following experimental facts points out a major limitation in Crystal Field Theory as stated in the text?
QUESTION 10 OF 20
The inability of VBT to interpret the thermodynamic and kinetic stabilities of coordination compounds led chemists to rely on which experimentally determined series for predicting ligand behavior?
QUESTION 11 OF 20
Consider the following statements about Crystal Field Splitting. Choose the correct statements:
1. The dx²-y² and dz² orbitals point towards the axes along the direction of the ligand in an octahedral field.
2. The dxy, dyz, and dxz orbitals are raised in energy in an octahedral field.
3. The splitting energy is denoted by Δo in octahedral complexes.
4. The eg set decreases in energy by (2/5)Δo.
QUESTION 12 OF 20
The unequal repulsion between the metal d electrons and ligand electrons in an octahedral field directly causes:
QUESTION 13 OF 20
If the pairing energy (P) is strictly less than the octahedral crystal field splitting (Δo) for a d⁴ ion, the complex formed will be:
QUESTION 14 OF 20
Why is the 'g' subscript (gerade) deliberately not used with energy levels (e.g., t₂ and e) in tetrahedral complexes?
QUESTION 15 OF 20
Arrange the following ligands in increasing order of field strength based strictly on the spectrochemical series:
1. edta⁴⁻
2. SCN⁻
3. en
4. CN⁻
QUESTION 16 OF 20
In the complex [Co(C₂O₄)₃]³⁻, despite oxalate being near the middle of the spectrochemical series, the complex behaves as an inner orbital (diamagnetic) entity. This indicates that for this specific Co(III) system, oxalate acts predominantly as a:
QUESTION 17 OF 20
When ethane-1,2-diamine (en) is progressively added to an aqueous solution of [Ni(H₂O)₆]²⁺ in a 3:1 molar ratio, what is the final complex formed and its observed colour?
QUESTION 18 OF 20
The complex [Co(NH₃)₅(H₂O)]³⁺ absorbs light at 500 nm (Blue Green region). What is the complementary colour of this coordination entity as observed?
QUESTION 19 OF 20
Identify the reaction type/process associated with the use of the coordination complex formed when impure nickel is converted to [Ni(CO)₄]:
QUESTION 20 OF 20
The extraction of gold and silver makes extensive use of complex formation. Which exact coordination entity is formed when gold combines with cyanide in the presence of oxygen and water?
Test Complete!
Answer Review
1
Based on Werner's experiments, which formulation represents the purple compound that precipitates exactly 2 moles of AgCl from 1 mole of the complex?
�� AgNO₃ precipitates only ionisable chloride ions. �� Two chloride ions are outside the coordination sphere. �� Purple complex gives 2 moles of AgCl.
- In Werner's formulation, only chloride ions outside the coordination sphere are ionisable and precipitate with AgNO₃. → [CoCl(NH₃)₅]²⁺ 2Cl⁻ contains two chloride ions outside the coordination sphere. → Therefore, one mole of this compound produces exactly two moles of AgCl with excess AgNO₃. → Hence, Option B is correct.
- �� Option A → Contains three ionisable chloride ions and gives 3 moles of AgCl.
- �� Option C → Contains only one ionisable chloride ion.
- �� Option D → Contains only one ionisable chloride ion.
Used
- Substitution
Application:
- �� Count chloride ions present outside the coordination sphere.
Final Logic:
- �� Two external Cl⁻ ions produce two moles of AgCl.
- Outside Cl⁻ = AgCl
2 Analyze the following statements about early coordination chemistry models. Choose the correct statements:
1. Werner postulated that secondary valences are non-ionisable and fixed for a metal.
2. Primary valences are satisfied by neutral molecules only.
3. The spatial arrangement of secondary valences yields coordination polyhedra.
4. Werner successfully explained the exact cause of d-d transitions.
�� Secondary valencies are fixed and non-ionisable. �� Coordination polyhedra arise from their arrangement. �� Werner did not explain electronic transitions.
- Statement 1 is correct because Werner proposed that secondary valencies are fixed and non-ionisable. → Statement 2 is incorrect because primary valencies can be satisfied by anions, not only neutral molecules. → Statement 3 is correct because the arrangement of secondary valencies determines coordination geometry. → Statement 4 is incorrect because d-d transitions were explained later by Crystal Field Theory. → Therefore, statements 1 and 3 are correct.
- �� Option A → Statement 2 is incorrect.
- �� Option C → Statements 2 and 4 are incorrect.
- �� Option D → Statement 4 is incorrect.
Used
- Elimination
Application:
- �� Verify each statement using Werner's postulates.
Final Logic:
- �� Only statements 1 and 3 are correct.
- Werner = Valencies & Geometry, Not Colour
3 For a d⁶ metal ion (like Co³⁺), under the influence of strong field ligands, maximum spin pairing occurs. This results in which hybridisation for the resulting octahedral complex?
�� Strong-field ligands cause pairing. �� Inner d orbitals become available. �� Inner orbital complex forms.
- Strong-field ligands force pairing of electrons in the 3d orbitals. → Two vacant inner d orbitals become available. → Hybridisation involves two d, one s and three p orbitals. → Therefore, the octahedral complex exhibits d²sp³ hybridisation. → Hence, Option B is correct.
- �� Option A → Represents outer orbital octahedral complexes.
- �� Option C → Gives square planar geometry.
- �� Option D → Gives tetrahedral geometry.
Used
- Concept Recall
Application:
- �� Relate strong-field ligands to electron pairing and hybridisation.
Final Logic:
- �� Strong field → pairing → d²sp³.
- Strong Field = Inner d Used
4 Match the complex with its inner/outer orbital characteristics and hybridisation:
| List I | List II |
|---|---|
| 1. [Co(C₂O₄)₃]³⁻ | a. Outer orbital, sp³d², paramagnetic (4 unpaired e⁻) |
| 2. [MnCl₆]³⁻ | b. Inner orbital, d²sp³, diamagnetic |
| 3. [Fe(CN)₆]³⁻ | c. Inner orbital, d²sp³, paramagnetic |
| 4. [CoF₆]³⁻ | d. Outer orbital, sp³d², paramagnetic (4 unpaired e⁻) |
�� Oxalate and CN⁻ behave as strong-field ligands. �� F⁻ and Cl⁻ are weak-field ligands. �� Strong-field ligands favor inner orbital complexes.
- 1-b: [Co(C₂O₄)₃]³⁻ → d²sp³, diamagnetic. → 2-a: [MnCl₆]³⁻ → sp³d², paramagnetic (4 unpaired electrons). → 3-c: [Fe(CN)₆]³⁻ → d²sp³, paramagnetic. → 4-d: [CoF₆]³⁻ → sp³d², paramagnetic (4 unpaired electrons). → Therefore, Option A is correct.
- �� Option B → Incorrect assignments for oxalate and cyanide complexes.
- �� Option C → Multiple mismatches.
- �� Option D → Incorrect matching of weak-field complexes.
Used
- Option Grouping
Application:
- �� Determine ligand strength and corresponding hybridisation.
Final Logic:
- �� Only Option A contains all correct matches.
- CN⁻/Oxalate → Inner, F⁻/Cl⁻ → Outer
5 Why do tetrahedral complexes of the formula [M(A)₂(B)₂] not exhibit geometrical isomerism?
�� All tetrahedral positions are equivalent. �� No cis-trans distinction exists. �� Geometrical isomerism is impossible.
- In tetrahedral complexes, every ligand occupies an equivalent position. → No two ligands can be uniquely classified as cis or trans. → Therefore geometrical isomerism cannot occur in tetrahedral complexes of the type [M(A)₂(B)₂]. → Hence, Option B is correct.
- �� Option A → Tetrahedral complexes lack a center of symmetry.
- �� Option C → Spin state is unrelated.
- �� Option D → Incorrect description of tetrahedral splitting.
Used
- Concept Recall
Application:
- �� Compare ligand positions in tetrahedral geometry.
Final Logic:
- �� Equivalent positions prevent geometrical isomerism.
- Tetrahedral = All Positions Same
6 What is the IUPAC name for the geometric isomer of [Co(NH₃)₃(NO₂)₃] that has three donor atoms of the same ligand occupying adjacent positions at the corners of an octahedral face?
�� Three identical ligands occupy one face. �� Adjacent positions are involved. �� This arrangement is called fac.
- In an octahedral complex of the type MA₃B₃, when three identical ligands occupy adjacent positions on one triangular face, the arrangement is called facial (fac). → Therefore, [Co(NH₃)₃(NO₂)₃] in this arrangement is the facial isomer. → Hence, Option B is correct.
- �� Option A → Meridional arrangement lies along a meridian.
- �� Option C → Refers to opposite ligands.
- �� Option D → Refers to adjacent positions for only two ligands.
Used
- Concept Recall
Application:
- �� Recall fac-mer terminology.
Final Logic:
- �� Three adjacent ligands on one face = fac.
- Face = Fac
7 Identify the reaction/interaction type responsible for the strengthening of the metal-carbon bond in metal carbonyls, often stabilizing their zero oxidation state:
�� CO donates electron density. �� Metal back-donates electrons. �� Bond strength increases.
- In metal carbonyls, CO donates a lone pair to the metal through σ-bonding. → Simultaneously, the metal donates electron density into the empty π* orbitals of CO. → This combined effect is called synergic bonding. → Therefore, Option C is correct.
- �� Option A → Chelate effect involves multidentate ligands.
- �� Option B → Not responsible for metal-carbonyl bonding.
- �� Option D → Repulsion weakens bonding.
Used
- Concept Recall
Application:
- �� Recall bonding in metal carbonyl complexes.
Final Logic:
- �� σ donation + π back-bonding = synergic bonding.
- CO Gives and Takes
8 The primary indicator used in magnetic susceptibility experiments to determine if a complex forms an inner or outer orbital coordination entity is measured in which unit?
�� Magnetic moment is measured. �� BM is the standard unit. �� Helps determine unpaired electrons.
- Magnetic susceptibility measurements provide magnetic moment values. → These values are expressed in Bohr Magnetons (BM). → The number of unpaired electrons helps distinguish inner and outer orbital complexes. → Hence, Option C is correct.
- �� Option A → Unit of concentration.
- �� Option B → Unit of wavelength.
- �� Option D → Unit related to crystal field splitting.
Used
- Dimensional/Unit Analysis
Application:
- �� Match the measured quantity with its unit.
Final Logic:
- �� Magnetic moment is measured in BM.
- Magnetism = BM
9 Which of the following experimental facts points out a major limitation in Crystal Field Theory as stated in the text?
�� CFT treats ligands as point charges. �� Experimental observations disagree completely. �� Spectrochemical series reveals the limitation.
- According to pure electrostatic reasoning, negatively charged ligands should produce the largest crystal field splitting. → Experimentally, many anionic ligands appear near the weak-field end of the spectrochemical series. → This contradiction highlights a limitation of simple Crystal Field Theory. → Therefore, Option B is correct.
- �� Option A → Refers to VBT, not CFT.
- �� Option C → Incorrect statement.
- �� Option D → Synergic bonding belongs to MOT explanations.
Used
- Concept Recall
Application:
- �� Compare theoretical prediction with experimental evidence.
Final Logic:
- �� Spectrochemical observations expose a limitation of CFT.
- Point Charge Prediction ≠ Experimental Reality
10 The inability of VBT to interpret the thermodynamic and kinetic stabilities of coordination compounds led chemists to rely on which experimentally determined series for predicting ligand behavior?
�� VBT cannot rank ligand strengths. �� Experimental ligand ordering is used. �� Spectrochemical series provides this order.
- Valence Bond Theory cannot satisfactorily explain ligand strengths and related properties. → Chemists therefore use the experimentally determined spectrochemical series. → The series arranges ligands according to their crystal field splitting ability. → Hence, Option B is correct.
- �� Option A → Concerns elemental reactivity.
- �� Option C → Concerns electrochemical potentials.
- �� Option D → Applies to organic chemistry.
Used
- Concept Recall
Application:
- �� Identify the experimentally derived ligand-strength series.
Final Logic:
- �� Ligand behavior is predicted using the spectrochemical series.
- Ligand Strength → Spectrochemical Series
11 Consider the following statements about Crystal Field Splitting. Choose the correct statements:
1. The dx²-y² and dz² orbitals point towards the axes along the direction of the ligand in an octahedral field.
2. The dxy, dyz, and dxz orbitals are raised in energy in an octahedral field.
3. The splitting energy is denoted by Δo in octahedral complexes.
4. The eg set decreases in energy by (2/5)Δo.
�� eg orbitals point directly toward ligands. �� t₂g orbitals are stabilized. �� Octahedral splitting is represented by Δo.
- Statement 1 is correct because dx²-y² and dz² orbitals lie along the axes and directly face incoming ligands. → Statement 2 is incorrect because dxy, dyz and dxz form the t₂g set and decrease in energy. → Statement 3 is correct because octahedral crystal field splitting is denoted by Δo. → Statement 4 is incorrect because the eg set increases by +(3/5)Δo, not decreases by (2/5)Δo. → Therefore, statements 1 and 3 are correct.
- �� Option B → Statement 2 is incorrect.
- �� Option C → Statement 4 is incorrect.
- �� Option D → Statement 2 is incorrect.
Used
- Elimination
Application:
- �� Verify each statement using octahedral crystal field theory.
Final Logic:
- �� Only statements 1 and 3 are correct.
- eg Goes Up, t₂g Goes Down
12 The unequal repulsion between the metal d electrons and ligand electrons in an octahedral field directly causes:
�� All five d orbitals are initially degenerate. �� Ligand approach causes unequal repulsion. �� Energy splitting results.
- In a free metal ion, all five d orbitals possess equal energy. → When ligands approach, orbitals directed toward ligands experience greater repulsion. → This removes degeneracy and splits the d orbitals into groups of different energies. → Hence, Option A is correct.
- �� Option B → Oxidation state does not change due to splitting.
- �� Option C → Neutral ligands are treated as dipoles irrespective of splitting.
- �� Option D → Synergic bonding is unrelated to crystal field splitting.
Used
- Concept Recall
Application:
- �� Recall the origin of crystal field splitting.
Final Logic:
- �� Unequal repulsion removes degeneracy.
- Repulsion → Splitting
13 If the pairing energy (P) is strictly less than the octahedral crystal field splitting (Δo) for a d⁴ ion, the complex formed will be:
�� Δo > P favors pairing. �� Electrons occupy lower-energy orbitals first. �� Low-spin configuration forms.
- Since pairing energy is smaller than crystal field splitting, electron pairing becomes energetically favorable. → The fourth electron pairs in the t₂g set rather than occupying eg. → Thus the configuration becomes: t₂g⁴ eg⁰ → This is a low-spin d⁴ complex. → Hence, Option B is correct.
- �� Option A → Represents high-spin d⁴.
- �� Option C → Violates Aufbau filling.
- �� Option D → Incorrect low-spin configuration.
Used
- Substitution
Application:
- �� Compare P and Δo.
Final Logic:
- �� P < Δo → Pairing occurs → t₂g⁴ eg⁰.
- Big Δ = Pair First
14 Why is the 'g' subscript (gerade) deliberately not used with energy levels (e.g., t₂ and e) in tetrahedral complexes?
�� "g" denotes symmetry about a center. �� Tetrahedral geometry lacks inversion symmetry. �� Therefore "g" is omitted.
- The symbols t₂g and eg are used only when a center of symmetry exists. → Octahedral complexes possess a center of symmetry. → Tetrahedral complexes lack such a center. → Therefore the subscript "g" is not used in tetrahedral splitting diagrams. → Hence, Option B is correct.
- �� Option A → Opposite of the actual reason.
- �� Option C → Tetrahedral splitting is smaller.
- �� Option D → Tetrahedral complexes are generally high spin.
Used
- Concept Recall
Application:
- �� Recall the meaning of the term "gerade."
Final Logic:
- �� No inversion center → No "g."
- No Center, No g
15 Arrange the following ligands in increasing order of field strength based strictly on the spectrochemical series:
1. edta⁴⁻
2. SCN⁻
3. en
4. CN⁻
�� SCN⁻ is weaker than EDTA. �� en is stronger than EDTA. �� CN⁻ is among the strongest field ligands.
- According to the spectrochemical series: SCN⁻ < edta⁴⁻ < en < CN⁻ → Therefore, increasing field strength is: 2 < 1 < 3 < 4 → Hence, Option A is correct.
- �� Option B → Places SCN⁻ incorrectly.
- �� Option C → Places en before EDTA.
- �� Option D → Gives nearly reverse order.
Used
- Ordering
Application:
- �� Recall the spectrochemical series.
Final Logic:
- �� SCN⁻ < EDTA < en < CN⁻.
- SCN < EDTA < en < CN
16 In the complex [Co(C₂O₄)₃]³⁻, despite oxalate being near the middle of the spectrochemical series, the complex behaves as an inner orbital (diamagnetic) entity. This indicates that for this specific Co(III) system, oxalate acts predominantly as a:
�� Co³⁺ favors pairing. �� Oxalate induces pairing here. �� Inner orbital complex is formed.
- [Co(C₂O₄)₃]³⁻ is observed to be an inner orbital, diamagnetic complex. → This requires electron pairing before hybridisation. → Therefore, in this specific Co(III) complex, oxalate behaves effectively as a strong-field ligand. → Hence, Option B is correct.
- �� Option A → Would produce an outer orbital complex.
- �� Option C → Oxalate is an anionic ligand.
- �� Option D → Oxalate is not a neutral point dipole.
Used
- Elimination
Application:
- �� Infer ligand behavior from observed magnetic properties.
Final Logic:
- �� Diamagnetic inner orbital complex implies strong-field behavior.
- Pairing Means Strong
17 When ethane-1,2-diamine (en) is progressively added to an aqueous solution of [Ni(H₂O)₆]²⁺ in a 3:1 molar ratio, what is the final complex formed and its observed colour?
�� en is a bidentate ligand. �� Complete substitution occurs. �� Violet tris-chelate complex forms.
- Three molecules of ethane-1,2-diamine replace all six water molecules. → The final complex formed is: [Ni(en)₃]²⁺ → This tris-chelate complex is violet in colour. → Hence, Option A is correct.
- �� Option B → Represents an intermediate substitution stage.
- �� Option C → Represents an earlier intermediate.
- �� Option D → Original aqua complex before ligand substitution.
Used
- Substitution
Application:
- �� Determine complete ligand replacement using stoichiometry.
Final Logic:
- �� 3 en ligands replace 6 H₂O molecules.
- 3 en = Full Chelation
18 The complex [Co(NH₃)₅(H₂O)]³⁺ absorbs light at 500 nm (Blue Green region). What is the complementary colour of this coordination entity as observed?
�� Observed colour is complementary. �� Blue-green absorption corresponds to red appearance. �� Complementary colour theory applies.
- Coordination compounds appear in the colour complementary to the light absorbed. → Since the complex absorbs blue-green light near 500 nm, the transmitted/reflected colour is red. → Therefore, Option C is correct.
- �� Option A → Not complementary to blue-green.
- �� Option B → Incorrect complementary colour.
- �� Option D → Also not complementary.
Used
- Concept Recall
Application:
- �� Apply complementary colour relationships.
Final Logic:
- �� Blue-green absorbed → Red observed.
- Green Gone → Red Seen
19 Identify the reaction type/process associated with the use of the coordination complex formed when impure nickel is converted to [Ni(CO)₄]:
�� Nickel forms volatile Ni(CO)₄. �� Pure nickel is recovered on decomposition. �� Used in the Mond process.
- In the Mond process, impure nickel reacts with carbon monoxide to form volatile Ni(CO)₄. → On heating, Ni(CO)₄ decomposes to give pure nickel metal. → This process is widely used for nickel purification. → Hence, Option B is correct.
- �� Option A → Associated with Wilkinson's catalyst.
- �� Option C → Related to EDTA titration.
- �� Option D → Uses thiosulfate complexes.
Used
- Concept Recall
Application:
- �� Recall industrial applications of coordination compounds.
Final Logic:
- �� Ni(CO)₄ is used in the Mond purification process.
- Mond = Metal Purification
20 The extraction of gold and silver makes extensive use of complex formation. Which exact coordination entity is formed when gold combines with cyanide in the presence of oxygen and water?
�� Gold dissolves in cyanide solution. �� A stable dicyanoaurate(I) complex forms. �� Basis of cyanide extraction.
- During cyanide extraction, gold reacts with cyanide ions in the presence of oxygen and water. → The soluble complex formed is: [Au(CN)₂]⁻ → This allows gold to be separated from the ore. → Hence, Option B is correct.
- �� Option A → Incorrect coordination number.
- �� Option C → Not formed in cyanide extraction.
- �� Option D → Corresponds to silver, not gold.
Used
- Concept Recall
Application:
- �� Recall the cyanide extraction process.
Final Logic:
- �� Gold forms the dicyanoaurate(I) complex.
- Gold + CN⁻ = [Au(CN)₂]⁻
