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Allotropes of Carbon - UNSOLVED PRACTICE SET

Class 11

Chapter: p-Block Elements Groups 13 and 14 | Topic: Allotropes of Carbon

Study Material.
Class 11

ALLOTROPES OF CARBON - UNSOLVED PRACTICE SET

Topic: Allotropes of Carbon

Time: 40 mins | Marks: 30 | Difficulty: Medium

Multiple Choice Questions

Q1. In diamond, each carbon atom is bonded to:

  1. Two other carbon atoms in a planar hexagonal network
  2. Three other carbon atoms in hexagonal layers
  3. Four other carbon atoms in a tetrahedral arrangement
  4. Six other carbon atoms in an octahedral arrangement

Q2. Graphite is a good conductor of electricity because:

  1. It has free electrons in the hexagonal layers
  2. It has a three-dimensional network
  3. It contains metal impurities
  4. It is soft and slippery

Q3. Buckminsterfullerene (Cโ‚†โ‚€) has a structure similar to:

  1. A football (soccer ball)
  2. A diamond crystal
  3. A graphite sheet
  4. A nanotube

Q4. Graphene is:

  1. A three-dimensional network of carbon atoms
  2. A single layer of graphite
  3. A spherical molecule of 60 carbon atoms
  4. An amorphous form of carbon

Q5. Which allotrope of carbon is the hardest natural substance known?

  1. Graphite
  2. Diamond
  3. Fullerene
  4. Charcoal

Q6. Carbon nanotubes are formed by:

  1. Rolling up graphene sheets into cylinders
  2. Stacking fullerene molecules
  3. Compressing diamond under high pressure
  4. Heating graphite in the absence of air

Short Answer Questions

Q7. Explain why diamond is an electrical insulator while graphite is a good conductor, despite both being allotropes of carbon.

Q8. Why is diamond extremely hard, while graphite is soft and can be used as a lubricant? Explain with reference to their structures.

Q9. Describe the structure of Cโ‚†โ‚€ (buckminsterfullerene). How many pentagonal and hexagonal faces does it contain?

Q10. Why does charcoal have a large surface area and adsorption capacity? What property makes activated charcoal useful in gas masks and water purifiers?

Q11. Your school uses graphite pencils for writing. Explain why graphite is suitable for this purpose, and why diamond cannot be used in pencils.

Q12. Graphene is called a "wonder material." Mention two properties of graphene that make it superior to steel and silicon for future applications.

Long Answer Questions

Q13. Compare the structures and properties of diamond and graphite:

(a) Hybridisation of carbon atoms and geometry

(b) Bonding within and between layers/units

(c) Electrical conductivity and reasons

(d) Hardness and uses

Draw labelled diagrams showing the arrangement of carbon atoms in both allotropes.

Q14. Discuss the discovery, structure, and applications of:

(a) Fullerenes (Cโ‚†โ‚€, Cโ‚‡โ‚€)

(b) Carbon nanotubes (single-walled and multi-walled)

(c) Graphene

For each, mention at least two unique properties and two potential applications in science and technology.

Q15. Carbon allotropes have transformed technology and industry in India and worldwide. Discuss:

(a) Why synthetic diamonds are grown in India (Surat is the world's diamond cutting hub) and their industrial uses

(b) The use of activated carbon in water purification systems commonly used in Indian households

(c) The potential of graphene-based sensors for detecting pollutants in Indian rivers

(d) Why carbon nanotubes are being researched for use in lightweight, strong materials for Indian defence applications

Numerical / Application-Based Problems

Q16. In a Cโ‚†โ‚€ fullerene molecule:

(a) Calculate the number of Cโ€“C bonds present. (Hint: Each carbon forms 3 bonds, but each bond is shared by 2 carbons)

(b) If the average bond energy of a Cโ€“C bond in Cโ‚†โ‚€ is 348 kJ/mol, calculate the total bond energy of the molecule.

(c) Compare this with the bond energy of diamond per mole of carbon atoms. Which is more thermodynamically stable?

Q17. A water purifier uses activated carbon to remove organic impurities. The carbon bed has a surface area of 1000 mยฒ per gram.

(a) If the purifier contains 200 g of activated carbon, calculate the total surface area available for adsorption.

(b) If each impurity molecule occupies 2 ร— 10โปยนโน mยฒ of surface area, calculate the maximum number of impurity molecules that can be adsorbed.

(c) If the water flowing through contains 10ยนโธ impurity molecules per litre, and the flow rate is 5 litres per minute, calculate how long the carbon bed will remain effective.

Q18. Graphene has a hexagonal structure with a Cโ€“C bond length of 142 pm.

(a) Calculate the area of one hexagonal unit cell in graphene. (Hint: Area of regular hexagon = (3โˆš3/2) ร— aยฒ, where a is the side length)

(b) If 1 g of graphene is spread as a single layer, calculate the approximate area it would cover.

(c) Compare this area with the area of a standard football field (about 7000 mยฒ). How many football fields can 1 g of graphene cover?

[Given: Avogadro's number = 6.022 ร— 10ยฒยณ, Atomic mass of C = 12]


Total: 30 Marks | Time: 40 mins

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