Question 1
In a Brønsted-Lowry acid-base reaction, the conjugate base is defined as ________.
◦ a proton donor
◦ the product resulting from gaining a proton
◦ a proton acceptor
◦ the product resulting from loss of a proton
◦ the most reactive species
Question 2
Identify the conjugate base of CH
3CH
2OH.
![](data:image/png;base64, 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)
◦ I
◦ II
◦ III
◦ IV
◦ V