SAM, S-adenosylmethionine, works in biological systems like dimethyl sulfate does in a laboratory
synthesis. What does SAM do?
a. alkylates
b. oxidizes
c. reduces
d. hydrolyzes
e. esterifies
Question 2Which method does not give 2-butene?
d. None of the these methods gives 2-butene.
e. All of the these methods give 2-butene.
Question 3Predict the major product for the following reaction.
Question 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Question 5Predict the major product for the following reaction.
![](data:text/plain;base64,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)