Author: DiplomaMitra

  • Practical No. 08: Determination of Equivalent Weight of Metal using Faraday’s Second Law

     Practical No. 08: Determination of Equivalent Weight of Metal using Faraday’s Second Law

    XIII. Interpretation of Results
    Electrolysis of CuSO₄ and ZnSO₄ in series demonstrated Faraday’s second law. Weights of copper and zinc deposited were proportional to their chemical equivalents. Equivalent weight of zinc was calculated using known equivalent weight of copper.
    XIV. Conclusions and Recommendations
    • Conclusion: Same quantity of electricity deposits weights proportional to equivalent weights, verifying Faraday’s second law.
    • Recommendation: Clean electrodes carefully, maintain constant current, and accurately measure weights for reliable results.

    XV. Practical Related Questions & Answers
    Q1. Explain the purposes of cleaning copper and zinc cathodes.
    • Answer: Cleaning removes impurities, oxide layers, or grease from electrode surfaces. This ensures proper adhesion of deposited metal and accurate weight measurement. Clean surfaces provide better electrical contact and uniform deposition. It prevents contamination of the electrolyte and ensures the reaction occurs properly at the electrode surface.
    Q2. Explain why the weight of Copper anode and Zinc anode decreases.
    • Answer: During electrolysis, the anodes (positive electrodes) undergo oxidation and dissolve into the electrolyte as metal ions. The copper anode dissolves as Cu²⁺ ions, and the Zinc anode dissolves as Zn²⁺ ions. This dissolution causes a decrease in the weight of both anodes. The mass lost from the anode equals the mass deposited at the cathode.
    Q3. Describe the effect of time on the amount of substance deposited for which current is passed.
    • Answer: According to Faraday’s laws, the amount of substance deposited is directly proportional to the time for which current is passed when current is constant. W ∝ t. Therefore, longer electrolysis time results in greater deposition of metal on the cathode, provided current remains constant throughout the process.
    Q4. Describe the importance of increase in the weight of cathode.
    • Answer: The increase in cathode weight indicates successful electrodeposition of metal on the cathode. It confirms that the ions from the electrolyte are being reduced and deposited on the electrode. This increase is used to calculate the electrochemical equivalent and equivalent weight of the metal, making it essential for verifying Faraday’s laws.

  • Practical No. 07: Electrochemical Equivalent of Copper using Faraday’s First Law

     Practical No. 07: Electrochemical Equivalent of Copper using Faraday’s First Law

    XIII. Interpretation of Results
    Electrolysis of CuSO₄ deposited copper on cathode. Weight deposited was directly proportional to quantity of electricity passed, confirming Faraday’s first law. Electrochemical equivalent of copper was close to theoretical value of 0.000329 g/C.
    XIV. Conclusions and Recommendations
    • Conclusion: Weight of substance deposited is directly proportional to quantity of electricity passed.
    • Recommendation: Clean cathode thoroughly, maintain constant current, and accurately record time for precise results.

    XV. Practical Related Questions & Answers
    Q1. Describe the relation between chemical equivalence and electrochemical equivalence.
    • Answer: Chemical equivalence refers to the equivalent weight of a substance (atomic weight / valency). Electrochemical equivalent is the weight of substance deposited by 1 coulomb of electricity. They are related by Faraday’s laws: Electrochemical equivalent (Z) = Equivalent weight / 96500. Thus, electrochemical equivalent is directly proportional to chemical equivalent.
    Q2. State the relation between the Time for which Current is passed through solution and weight of the substance deposited on electrode.
    • Answer: According to Faraday’s first law, the weight of substance deposited (W) is directly proportional to the time (t) for which current is passed, provided current (I) is constant. W ∝ t, or W = Z × I × t, where Z is electrochemical equivalent. Thus, longer time results in greater deposition of substance.
    Q3. Identify the electrode type formed by the copper anode.
    • Answer: The copper anode is a consumable/sacrificial anode in this electrolysis process. As current passes, the copper anode dissolves into Cu²⁺ ions, which migrate to the cathode where they get deposited. The anode loses mass, and this type of anode is called a “soluble anode.”

  • Practical No. 06: Determination of Voltage Generated from Chemical Reaction using Daniel Cell

     Practical No. 06: Determination of Voltage Generated from Chemical Reaction using Daniel Cell

    XIII. Interpretation of Results
    Daniel cell generated approximately 1.1 volts under standard conditions. Voltage changed with variations in electrolyte concentrations, following Nernst equation. Higher Cu²⁺ concentration near cathode and lower Zn²⁺ concentration near anode increased the voltage.
    XIV. Conclusions and Recommendations
    • Conclusion: Voltage depends on electrolyte concentrations, with maximum voltage at maximum concentrations.
    • Recommendation: Clean electrodes, use fresh salt bridge, and ensure tight connections for accurate voltage measurement.

    XV. Practical Related Questions & Answers
    Q1. Identify the anode and cathode in a Daniel cell.
    • Answer: In a Daniel cell, Zinc electrode (Zn) acts as the Anode (negative terminal) where oxidation occurs. Copper electrode (Cu) acts as the Cathode (positive terminal) where reduction occurs. Electrons flow from zinc anode through the external circuit to copper cathode.
    Q2. Describe the chemical reactions occurring at the cathode and anode in the experiment.
    • Answer:
      • At Anode (Zinc): Zn → Zn²⁺ + 2e⁻ (Oxidation).
      • At Cathode (Copper): Cu²⁺ + 2e⁻ → Cu (Reduction).
      • Net reaction: Zn + Cu²⁺ → Zn²⁺ + Cu.
      • Observation: The zinc dissolves, and copper deposits on the copper electrode.

    Q3. Elaborate on the concept of a half cell.
    • Answer: A half cell is a single electrode immersed in a solution of its own ions. It consists of a metal electrode and an electrolyte solution containing the corresponding metal ions. When two half cells are connected, they form an electrochemical cell. Each half cell has its own electrode potential, and the combination of two half cells gives the total cell potential.
    Q4. Explain the function of a salt bridge or porous pot in the electrochemical cell.
    • Answer: The salt bridge maintains electrical neutrality by allowing the flow of ions between the two half cells. It prevents the accumulation of excess positive charges near the anode and negative charges near the cathode. It completes the electrical circuit and allows the continuous flow of electrons in the external circuit, maintaining the cell potential.
    Q5. Name the electrolytes suitable for incorporation into a salt bridge.
    • Answer: Suitable electrolytes for a salt bridge include:
      • (i) KCl (Potassium chloride)
      • (ii) KNO₃ (Potassium nitrate)
      • (iii) Na₂SO₄ (Sodium sulphate)
      • (iv) NH₄NO₃ (Ammonium nitrate)
      • Note: The ions should not react with the electrode solutions and should have similar ionic mobilities.


  • Practical No. 05: Determination of Electrode Potential of Iron

     Practical No. 05: Determination of Electrode Potential of Iron

    XIII. Interpretation of Results
    Electrochemical cell with zinc and iron electrodes produced measurable EMF. Iron’s reduction potential was calculated as approximately -0.44 volts, matching the standard value. Zinc is placed above iron in electrochemical series, indicating greater electropositivity.
    XIV. Conclusions and Recommendations
    • Conclusion: Zinc is more electropositive than iron (-0.76 V vs -0.44 V). Therefore zinc acts as sacrificial anode protecting iron from corrosion.
    • Recommendation: Use clean electrodes and fresh electrolyte solutions for accurate measurements.

    XV. Practical Related Questions & Answers
    Q1. Define De-electronation & Electronation.
    • Answer: De-electronation is the process of removal of electrons from an atom or ion, i.e., oxidation (loss of electrons). Electronation is the process of addition of electrons to an atom or ion, i.e., reduction (gain of electrons). At anode, de-electronation occurs, and at cathode, electronation occurs in an electrochemical cell.
    Q2. Write the factors influence the electrode potential of iron.
    • Answer: Factors influencing electrode potential of iron include:
      • (i) Nature of the metal and its ions.
      • (ii) Concentration of metal ions in solution.
      • (iii) Temperature of the solution.
      • (iv) Pressure (for gaseous electrodes).
      • (v) Nature of the electrolyte.
      • (vi) Surface condition of the electrode.

    Q3. Write the applications of the electrode potential of iron in industries or technologies.
    • Answer: Applications include:
      • (i) Designing corrosion protection systems like sacrificial anodes and cathodic protection.
      • (ii) Electroplating and galvanization of iron surfaces.
      • (iii) Manufacturing of batteries and electrochemical cells.
      • (iv) Determining the feasibility of redox reactions.
      • (v) Metallurgy and metal extraction processes.
      • (vi) Sensor and analytical applications.


  • Practical No. 04: Determination of Electrode Potential of Copper

     Practical No. 04: Determination of Electrode Potential of Copper

    XIII. Interpretation of Results
    Electrochemical cell with zinc and copper electrodes produced measurable EMF. Copper’s reduction potential was calculated using cell potential and known oxidation potential of zinc, matching the standard value of +0.34 volts. Zinc is placed above copper in electrochemical series.
    XIV. Conclusions and Recommendations
    • Conclusion: Zinc is more electropositive than copper (lower reduction potential -0.76 V vs +0.34 V). Hence zinc undergoes corrosion in preference to copper when in contact.
    • Recommendation: Clean electrode surfaces, use fresh solutions, and ensure proper connections for accurate readings.

    XV. Practical Related Questions & Answers
    Q1. Describe the chemical reactions at the cathode and anode in the experiment.
    • Answer:
      • At Anode (Zinc electrode – oxidation): Zn → Zn²⁺ + 2e⁻ (Zinc loses electrons and dissolves as Zn²⁺ ions).
      • At Cathode (Copper electrode – reduction): Cu²⁺ + 2e⁻ → Cu (Copper ions gain electrons and deposit as copper metal on the electrode).
      • Net Reaction: Zn + Cu²⁺ → Zn²⁺ + Cu.

    Q2. Explain the relation between the reduction electrode potential of a metal electrode and its tendency towards corrosion.
    • Answer: Lower reduction potential indicates a higher tendency to undergo oxidation (corrosion). Metals with more negative reduction potentials (like Zn, Fe) have a higher tendency to lose electrons and corrode. Metals with positive reduction potentials (like Cu, Ag) have a lower tendency to corrode. Thus, more electropositive metals corrode preferentially.
    Q3. Identify the cathode and anode in the given electrochemical cell.
    • Answer: Zinc electrode acts as the Anode (negative terminal) where oxidation occurs. Copper electrode acts as the Cathode (positive terminal) where reduction occurs. Electrons flow from zinc (anode) through the external circuit to copper (cathode), and conventional current flows from copper to zinc.

  • Practical No. 03: Identification of States of Matter

     Practical No. 03: Identification of States of Matter

    XIII. Interpretation of Results
    Simulation experiment demonstrated the three states of matter – solid, liquid, and gas. Particle arrangement and movement clearly illustrated characteristics of each state. Melting and boiling points determined from the plotted graph matched theoretical values.
    XIV. Conclusions and Recommendations
    • Conclusion: Matter exists in solid, liquid, and gas states depending on temperature and pressure.
    • Recommendation: Use simulation carefully, record observations systematically, and plot accurate graphs for precise determination of phase transition temperatures.

    XV. Practical Related Questions & Answers
    Q1. Write the characteristics of particles of matter.
    • Answer: Particles of matter have the following characteristics:
      • (i) They are continuously moving.
      • (ii) They have spaces between them.
      • (iii) They attract each other (intermolecular forces).
      • (iv) They are very small in size.
      • (v) The kinetic energy of particles increases with an increase in temperature.
      • (vi) The movement of particles decreases with a decrease in temperature.

    Q2. Write the factors that determine the physical state exhibited by a substance.
    • Answer: The physical state of a substance is determined by:
      • (i) Temperature: Increasing temperature changes solid to liquid and liquid to gas.
      • (ii) Pressure: Increasing pressure can change gas to liquid and liquid to solid.
      • (iii) Intermolecular forces: Stronger forces favour the solid state, while weaker forces favour the gaseous state.
      • (iv) Kinetic energy of particles: Higher kinetic energy favours the gaseous state.

    Q3. Write the physical state of water at 0°C, 100°C.
    • Answer:
      • At 0°C: Water exists in two states — solid (ice) and liquid (water) at the melting point (both coexist).
      • At 100°C: Water exists in two states — liquid (water) and gas (steam/water vapour) at the boiling point (both coexist).
      • Note: Above 0°C and below 100°C, water is purely in a liquid state.


  • Practical No. 02: Identification of Anions

     Practical No. 02: Identification of Anions

    XIII. Interpretation of Results
    Qualitative anion analysis successfully identified acidic radicals using group reagents. Gas evolution, coloured precipitates, and specific colour changes confirmed the presence of respective anions in the sample solutions.
    XIV. Conclusions and Recommendations
    • Conclusion: Systematic anion analysis with group reagents effectively identifies acidic radicals.
    • Recommendation: Use freshly prepared reagents, avoid contamination, and perform tests in proper sequence for accurate results.

    XV. Practical Related Questions & Answers
    Q1. Identify the acidic radical in solution ‘A’ by observing the release of CO₂ gas upon reacting with diluted nitric acid (HNO₃).
    • Answer: The acidic radical is CO₃²⁻ (Carbonate). When carbonate reacts with dilute HNO₃, it liberates CO₂ gas which turns lime water milky due to formation of CaCO₃. The effervescence observed confirms the presence of carbonate ion.
    Q2. Write the procedure for separating halides in a sample solution through a separation test.
    • Answer: To separate halides, add dilute HNO₃ followed by AgNO₃ solution. White precipitate indicates Cl⁻, pale yellow precipitate indicates Br⁻, and yellow precipitate indicates I⁻.
    • Confirmation: For further confirmation, add chloroform and chlorine water — chlorine water liberates halogens which dissolve in chloroform giving characteristic colours: Cl⁻ gives colourless layer, Br⁻ gives yellowish brown layer, and I⁻ gives violet layer.
    Q3. Identify the anion in solution ‘X’ when mixed with barium nitrate which gives white ppt.
    • Answer: The anion is SO₄²⁻ (Sulphate). Barium nitrate gives a white precipitate of BaSO₄ which is insoluble in dilute HNO₃. This confirms the presence of sulphate ion. The confirmatory test can also be performed using BaCl₂ solution which gives the same white precipitate.

  • Practical No. 01: Identification of Cations

    Practical No. 01: Identification of Cations
    XIII. Interpretation of Results
    Qualitative analysis successfully identified cations using group separation and confirmatory tests. Characteristic precipitates and colour reactions confirmed the presence of respective cations in the sample solutions.
    XIV. Conclusions and Recommendations
    • Conclusion: Systematic group-wise separation effectively identifies cations in unknown solutions.
    • Recommendation: Clean glassware, dropwise reagent addition, and careful confirmatory tests are recommended to avoid false results.

    XV. Practical Related Questions & Answers
    Q1. Identify the basic radical present in the given solution ‘A’ by observing the formation of a black precipitate with diluted hydrochloric acid (HCl) and the evolution of hydrogen sulfide (H₂S) gas.
    • Answer: The basic radical present is Cu²⁺ (Copper). A black precipitate of CuS is formed in group II when H₂S gas is passed through the solution containing Cu²⁺ ions in an acidic medium. Copper belongs to group II of qualitative analysis.
    Q2. Explain the process for identifying either the Ba²⁺ or Ca²⁺ radical in the unknown solution.
    • Answer: To distinguish between Ba²⁺ and Ca²⁺, add K₂CrO₄ solution to the original solution. Ba²⁺ gives a yellow precipitate of BaCrO₄, while Ca²⁺ gives no precipitate.
    • Alternative: Alternatively, perform a flame test — Ba²⁺ gives an apple green flame, and Ca²⁺ gives a brick red flame. Ammonium oxalate gives a white precipitate with Ca²⁺ which is insoluble in acetic acid.
    Q3. Identify the cation in solution ‘X’ by recognizing its pale green colouration, and when combined with sodium hydroxide, observe the formation of a dirty green-coloured precipitate.
    • Answer: The cation is Fe²⁺ (Ferrous ion). The pale green colour indicates Fe²⁺ ions. With NaOH, Fe²⁺ forms a dirty green precipitate of Fe(OH)₂. This can be confirmed by K₃[Fe(CN)₆] which gives a deep blue precipitate (Turnbull’s blue) with Fe²⁺.

  • Practical No. 15: Determination of the Numerical Aperture (NA) of a given step index optical fiber.

     Practical No. 15: Determination of the Numerical Aperture (NA) of a given step index optical fiber.

    XIII. Interpretation of Results
    • The Numerical Aperture (NA) was calculated for different distances and found to be constant, which is expected as it is a fixed property of the optical fiber. This value defines the light-gathering capacity of the fiber.
    XIV. Conclusions and Recommendations
    • It is concluded that the Numerical Aperture is a key parameter for an optical fiber, determining its acceptance cone and efficiency.
    • It is recommended to ensure the laser beam is properly aligned and focused into the fiber for a clear circular spot on the screen.

    XV. Practical Related Questions & Answers
    Q1. Define Numerical aperture.
    • Answer: Numerical Aperture (NA) is a dimensionless number that characterizes the range of angles over which an optical system (like a fiber) can accept or emit light. It is given by the formula: NA = n₀ sin iₘ, where iₘ is the maximum acceptance angle.
    Q2. What are three layers in optical fiber?
    • Answer: The three layers are:
      1. Core: Innermost part, made of glass/plastic, through which light travels.
      2. Cladding: Middle layer, made of material with a lower refractive index than the core, which causes total internal reflection.
      3. Buffer coating: Outer protective layer, made of plastic, to protect the fiber from damage and moisture.

    Q3. Optical fiber depends on which phenomenon?
    • Answer: Optical fiber transmission depends on the phenomenon of Total Internal Reflection (TIR).
    Q4. If the refractive index of core is 1.55 and refractive index of cladding is 1.33, Calculate Numerical aperture.
    • Answer:
      • Formula: NA = √(n₁² – n₂²)
      • Given Data: n₁ (core) = 1.55, n₂ (cladding) = 1.33
      • Calculation:
        • NA = √((1.55)² – (1.33)²)
        • NA = √(2.4025 – 1.7689)
        • NA = √(0.6336)
        • NA ≈ 0.796

    Q5. What is the significance of NA?
    • Answer: The significance of Numerical Aperture is:
      • It determines the light-gathering ability of the fiber. A higher NA means the fiber can accept light from a wider angle.
      • It affects the bandwidth. Fibers with higher NA generally have higher dispersion, which can limit bandwidth.


  • Practical No. 14: Determination of the refractive index of glass slab.

     Practical No. 14: Determination of the refractive index of glass slab.

    XIII. Interpretation of Results
    • The refractive index of glass calculated using the formula μ = 1/sin C was found to be approximately 1.5, which is a standard value for common glass. This confirms the phenomenon of total internal reflection.
    XIV. Conclusions and Recommendations
    • It is concluded that the refractive index of a material can be determined accurately by measuring its critical angle.
    • It is recommended to use a very sharp pin and mark points carefully for an accurate measurement of the critical angle.

    XV. Practical Related Questions & Answers
    Q1. State the Snell’s law.
    • Answer: Snell’s law states that the ratio of the sine of the angle of incidence to the sine of the angle of refraction is constant for a given pair of media and for light of a given colour. This constant is called the refractive index.
      • Formula: n1 sin i = n2 sin r

    Q2. Define Critical angle.
    • Answer: The critical angle is the angle of incidence in the denser medium for which the angle of refraction in the rarer medium is 90 degrees.
    Q3. Write the condition of TIR.
    • Answer: The two conditions for Total Internal Reflection (TIR) are:
      1. Light must travel from a denser medium to a rarer medium.
      2. The angle of incidence in the denser medium must be greater than the critical angle for that pair of media.

    Q4. If the angle of incidence is 35 degree & angle of refraction is 40 degree. Find the refractive index.
    • Answer:
      • Given Data: Angle of incidence (i) = 35°, Angle of refraction (r) = 40°
      • Calculation: (Assuming light is entering from air where n1 ≈ 1)
        • Snell’s Law: n1 sin i = n2 sin r
        • 1 × sin(35°) = n2 × sin(40°)
        • n2 = sin(35°) / sin(40°)
        • n2 = 0.5736 / 0.6428
        • n2 ≈ 0.892
          (Note: This value is less than 1, which suggests the second medium is rarer than air, which is unusual but possible, e.g., light entering air from water. The question should specify the media).

    Q5. Which among the following is the cause of the twinkling of stars?
    • Answer: (b) Variation of refractive index in the atmosphere
      • Explanation: The twinkling is caused by atmospheric refraction. Starlight bends through layers of air with varying densities and refractive indices, causing the apparent position of the star to fluctuate.