The number of stereoisomers for a compound containing $n$ different asymmetric carbon atoms will be .............
- A$2^n$
- B$2n^2$
- C$2n^{1/2}$
- D$2^{n+1}$
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The total number of stereoisomers that can exist for $M$ is:
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$M$ is a bicyclic ketone with a methyl group at the bridgehead and two methyl groups at the bridge carbon.
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$(CH_3)_2C=CH-CH(CH_3)COOH$
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