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D) 2n+1
The number of racemic forms of molecules having (n) different chiral carbons is
a) 2n
b) 2n
c) 2n-1
d) 2n+1?
Most Upvoted Answer
D) 2n+1The number of racemic forms of molecules having (n) different c...
Explanation:

Racemic Forms of Molecules:
- Racemic forms are molecules that have an equal mixture of both enantiomers (mirror-image isomers) and therefore are optically inactive.

Chiral Carbons:
- Chiral carbons are carbon atoms that are bonded to four different groups, creating a chiral center in a molecule.

Number of Racemic Forms:
- The number of racemic forms of molecules with (n) chiral carbons can be calculated using the formula 2^n.
- This is because each chiral carbon can exist in two possible configurations, giving rise to 2^n total possible stereoisomers.

Additional Enantiomer:
- However, in the case of racemic forms, there is an additional enantiomer present, making the total number of racemic forms 2^n + 1.

Conclusion:
- Therefore, the correct answer is 2n+1, representing the total number of racemic forms for molecules with (n) chiral carbons.
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D) 2n+1The number of racemic forms of molecules having (n) different chiral carbons isa) 2nb) 2nc) 2n-1d) 2n+1?
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