For the molecule, the number of all possible stereoisomers is : \[ CH

1.	For the molecule, the number of all possible stereoisomers is : \[ CH _{3}- CH = CH - CH ( OH )- CH = CH - CH \] \[ = C \left( CH _{3}\right)_{2} \]
Answer» 8 is the correct answer. CH₃ - CH \(\underset{}{=}\) CH - \(\underset{}{CH(OH)}\) - CH \(\underset{*}=\) CH - CH = C(CH₃)₂ Number of stereo center = 3 \(\therefore\) Number of stereoisomer = 2³ = 8

For the molecule, the number of all possible stereoisomers is : \[ CH _{3}- CH = CH - CH ( OH )- CH = CH - CH \] \[ = C \left( CH _{3}\right)_{2} \]

Answer»

8 is the correct answer.

CH₃ - CH \(\underset{*}{=}\) CH - \(\underset{*}{CH(OH)}\) - CH \(\underset{*}=\) CH - CH = C(CH₃)₂

Number of stereo center = 3

\(\therefore\) Number of stereoisomer = 2³ = 8

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For the molecule, the number of all possible stereoisomers is : \[ CH _{3}- CH = CH - CH ( OH )- CH = CH - CH \] \[ = C \left( CH _{3}\right)_{2} \]

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