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Calculate the number of Benzenoid isomer...

Calculate the number of Benzenoid isomers possible for `C_(6)H_(3)ClBrl`.

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To calculate the number of benzenoid isomers for the molecular formula \( C_6H_3ClBrI \), we can follow these steps: ### Step 1: Understand the Structure Benzene has a hexagonal ring structure with alternating double bonds. For the formula \( C_6H_3ClBrI \), we have a benzene ring where three hydrogen atoms are replaced by one chlorine (Cl), one bromine (Br), and one iodine (I) atom. ### Step 2: Identify Positions for Substituents The positions on the benzene ring are typically numbered as follows: 1. Position 1 (C1) 2. Position 2 (C2) 3. Position 3 (C3) 4. Position 4 (C4) 5. Position 5 (C5) 6. Position 6 (C6) ### Step 3: Consider Different Arrangements We need to consider the different arrangements of Cl, Br, and I on the benzene ring. Since the substituents are different, we can use the concept of fixing one substituent and arranging the others around it. ### Step 4: Fix One Substituent 1. **Fix Cl at Position 1**: - Possible arrangements for Br and I: - Br at Position 2, I at Position 3 - Br at Position 3, I at Position 2 - Br at Position 4, I at Position 5 - Br at Position 5, I at Position 4 - Br at Position 6, I at Position 5 - Br at Position 5, I at Position 6 2. **Fix Br at Position 1**: - Possible arrangements for Cl and I: - Cl at Position 2, I at Position 3 - Cl at Position 3, I at Position 2 - Cl at Position 4, I at Position 5 - Cl at Position 5, I at Position 4 - Cl at Position 6, I at Position 5 - Cl at Position 5, I at Position 6 3. **Fix I at Position 1**: - Possible arrangements for Cl and Br: - Cl at Position 2, Br at Position 3 - Cl at Position 3, Br at Position 2 - Cl at Position 4, Br at Position 5 - Cl at Position 5, Br at Position 4 - Cl at Position 6, Br at Position 5 - Cl at Position 5, Br at Position 6 ### Step 5: Count the Isomers After considering all the arrangements by fixing each substituent in turn, we find that there are a total of **10 distinct benzenoid isomers** for \( C_6H_3ClBrI \). ### Final Answer The total number of benzenoid isomers for \( C_6H_3ClBrI \) is **10**. ---

To calculate the number of benzenoid isomers for the molecular formula \( C_6H_3ClBrI \), we can follow these steps: ### Step 1: Understand the Structure Benzene has a hexagonal ring structure with alternating double bonds. For the formula \( C_6H_3ClBrI \), we have a benzene ring where three hydrogen atoms are replaced by one chlorine (Cl), one bromine (Br), and one iodine (I) atom. ### Step 2: Identify Positions for Substituents The positions on the benzene ring are typically numbered as follows: 1. Position 1 (C1) ...
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BANSAL-ISOMERISM-Exercise -3
  1. How many benzenoid isomer are possible for cresol.

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  2. Find out the total number of cyclic structural isomers of C(6)H(12).

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  3. Calculate the number of Benzenoid isomers possible for C(6)H(3)ClBrl.

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  4. How many structrual isomers of tertiary amines corresponding to molecu...

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  5. How many cyclopentane structure (excluding stereo isomer) are possible...

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  6. Find out total number of structure of X.

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  7. In each of the following pairs which is more stable.:

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  8. In each of the following pairs which is more stable:

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  9. In each of the following pairs which will have less enol content:

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  10. In each of the followings sets of compopunds write the decreasing orde...

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  11. In each of the following sets of compounds write the decreasing order ...

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  12. In each of the followings sets of compounds write the decreasing order...

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  13. Among these give ease of enolization

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  14. How many pair (s) of geometrical isomers are possible with C(6)H(12) (...

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  15. Calculate the total number of cyclic isomeric carbonyl compounds of mo...

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  16. Calculate the total number of open chain isomeric carbonyl compounds o...

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  17. Minimum number of carbon atoms required for an alkane to show any kind...

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  18. Find out the total number of cyclic isomers of C(6)H(12) which are opt...

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  19. How many pair (s) of geometrical isomers are possible with C(6)H(12) (...

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  20. Calcualte the number of chiral center in the molecule Ethyl 2,2-dibrom...

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