Question 1
Provide the structure of a region of the polymer that is produced when the given monomers are treated in the presence of dilute NaOH.
![](data:image/png;base64, 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)
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)
◦ I
◦ II
◦ III
◦ IV
◦ V
Question 2
Identify the type of compound used to make safety goggles.
◦ polyester
◦ polyamide
◦ polycarbonate
◦ polyalcohol
◦ polyether