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C(60) an allotrope of carbon contains...

`C_(60)` an allotrope of carbon contains

A

16 hexagons and 16 pentagons

B

12 hexagons and 20 pentagons

C

18 hexagons and 14 pentagons

D

20 hexagons and 12 pentagons.

Text Solution

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The correct Answer is:
To solve the question regarding the structure of C₆₀, also known as Buckminsterfullerene, we can follow these steps: ### Step 1: Understanding the Structure of C₆₀ C₆₀ is an allotrope of carbon that forms a spherical structure. It is composed of carbon atoms arranged in a specific geometric pattern. ### Step 2: Identifying the Faces C₆₀ has a unique arrangement of faces. It consists of: - Hexagons (6-sided polygons) - Pentagons (5-sided polygons) ### Step 3: Counting the Faces From the known structure of C₆₀: - It contains **12 pentagons**. - It contains **20 hexagons**. ### Step 4: Confirming the Total Faces To confirm the total number of faces: - Total number of faces = Number of hexagons + Number of pentagons - Total faces = 20 (hexagons) + 12 (pentagons) = 32 faces. ### Step 5: Conclusion Thus, C₆₀ contains **12 pentagons and 20 hexagons**. ### Final Answer C₆₀, an allotrope of carbon, contains **12 hexagons and 20 pentagons**. ---
To solve the question regarding the structure of C₆₀, also known as Buckminsterfullerene, we can follow these steps: ### Step 1: Understanding the Structure of C₆₀ C₆₀ is an allotrope of carbon that forms a spherical structure. It is composed of carbon atoms arranged in a specific geometric pattern. ### Step 2: Identifying the Faces C₆₀ has a unique arrangement of faces. It consists of: - Hexagons (6-sided polygons) ...
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