Question 1
What is the IUPAC name for the following compound?
![](data:image/png;base64, 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)
◦ (R)-1-octyn-3-ol
◦ (R)-3-hydroxyalkyne
◦ (
S)-1-octyn-3-ol
◦ (
S)-3-hydroxyalkyne
◦ (
R,S)-1-octyn-3-ol
Question 2
What is the IUPAC name for the following compound?
![](data:image/png;base64, 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)
◦ 4-hydroxy, 4,5,6-propyldecane
◦ 4,5,6-dipropyl-4-decanol
◦ 4,5,6-propyl-4-decanol
◦ 4-hydroxy, 4,5,6-propyloctane
◦ 4,5,6-tripropyl-4-decanol