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The number of isomers of dibromobiphenyl...

The number of isomers of dibromobiphenyl (Biphenyl- `C_(6)H_(5)`) is:

A

8

B

10

C

12

D

4

Text Solution

AI Generated Solution

The correct Answer is:
To determine the number of isomers of dibromobiphenyl (C₁₂H₈Br₂), we need to analyze the biphenyl structure and the positions where the bromine atoms can be attached. Here’s a step-by-step solution: ### Step 1: Understand the Structure of Biphenyl Biphenyl consists of two phenyl rings (C₆H₅) connected by a single bond. Each phenyl ring has six carbon atoms and five hydrogen atoms. ### Step 2: Identify the Positions for Substitution In biphenyl, the carbon atoms can be numbered as follows: - For the first ring (C₁ to C₆) - For the second ring (C₁' to C₆') Since the biphenyl structure is symmetrical, we can focus on the positions of the bromine atoms on the rings. ### Step 3: Determine Possible Isomer Configurations 1. **Both Bromines on the Same Ring:** - **1,1-Dibromobiphenyl**: Both bromines on the same carbon (not possible as each carbon can only have one bromine). - **1,2-Dibromobiphenyl**: Bromines on adjacent carbons (C₁ and C₂ or C₁' and C₂'). - **1,3-Dibromobiphenyl**: Bromines on carbons with one carbon in between (C₁ and C₃ or C₁' and C₃'). - **1,4-Dibromobiphenyl**: Bromines on opposite carbons (C₁ and C₄ or C₁' and C₄'). This gives us **3 unique isomers** for the same ring. 2. **Bromines on Different Rings:** - **2,2'-Dibromobiphenyl**: Bromines on the same position of both rings (C₂ and C₂'). - **2,3'-Dibromobiphenyl**: Bromines on adjacent positions of different rings (C₂ and C₃'). - **2,4'-Dibromobiphenyl**: Bromines on opposite positions of different rings (C₂ and C₄'). - **3,3'-Dibromobiphenyl**: Bromines on the same position of both rings (C₃ and C₃'). - **3,4'-Dibromobiphenyl**: Bromines on adjacent positions of different rings (C₃ and C₄'). This gives us **6 unique isomers** for the different rings. ### Step 4: Total Isomers Calculation Adding the isomers from both configurations: - From the same ring: 3 isomers - From different rings: 6 isomers Total = 3 + 6 = **9 isomers** ### Conclusion The total number of isomers of dibromobiphenyl is **9**.
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