Question 1
What is(are) the predicted product(s) when cellobiose is treated with excess acetic anhydride/pyridine?
![](data:image/png;base64, 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)
◦ I
◦ II
◦ III
◦ IV
◦ V
Question 2
What are the monosaccharide(s) in α-maltose?
◦ two β-D-glucopyranose
◦ β-D-galactopyranose and β-D-glucopyranose
◦ α-D-glucopyranose and β-D-fructofuranose
◦ two α-D-glucopyranose
◦ two β-D-fructofuranose