Question 1
What is the structure of 3-ethylbenzonitrile?
![](data:image/png;base64, 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◦ I
◦ II
◦ III
◦ IV
◦ V
Question 2
What is the IUPAC name for the compound shown?
![](data:image/png;base64, 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)
◦ 2-cyanobenzylcyclohexane
◦ 2-bromocyclohexanenitrile
◦ 2-bromocyanocyclohexane
◦ 2-bromo-1-cyanocyclohexane
◦ 2-bromocyclohexanecarbonitrile