Classify each polymer below as step-growth or chain-growth.
Question 2Draw the structure(s) of the monomer(s) used to make each of the following polymers.
Question 3Draw the structure(s) of the monomer(s) used to make each of the following polymers.
Question 4Draw the structure(s) of the monomer(s) used to make each of the following polymers.
Question 5Draw the structure(s) of the monomer(s) used to make each of the following polymers.
Draw:
Question 6Monomer A is copolymerized with Monomer B and is found to have the following structure:
![](data:image/png;base64,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)
The type of copolymer formed is:
a.
a random copolymer
b.
an alternating copolymer
c.
a block copolymer
d.
a graft copolymer
Question 7Do you expect nitroethylene to be more or less reactive than ethylene toward anionic polymerization? Explain.
![](data:image/png;base64,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)
Question 8Do you expect nitroethylene to be more or less reactive than ethylene toward cationic polymerization? Explain.
![](data:image/png;base64,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)
Question 9Rank the following monomers in order of increasing reactivity toward anionic polymerization (least reactive to most reactive).
![](data:image/png;base64,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)
a.
III, II, IV, I
b.
II, III, I, II
c.
I, IV, III, II
d.
IV, III, II, I
Question 10Rank the following monomers in order of increasing reactivity toward cationic polymerization (least reactive to most reactive).
![](data:image/png;base64,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)
a.
III, IV, I, II
b.
II, I, IV, III
c.
I, II, IV, III
d.
IV, III, I, II
Question 11MATCH a term or structure from the list below to each of the following definitions or names. Place the letter of the term or structure in the blank to the left of the definition or name which it describes.
A.
BF
3 + H
2O
B.
elastomer
C.
chain-growth polymer
D.
AL(CH
2CH
3)
3 + TiCl
4 E.
![](data:image/png;base64,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)
F.
![](data:image/png;base64,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)
G.
thermoplastic
H.
homopolymer
I.
plasticizers
J.
thermosetting resins
K.
copolymers
L.
step-growth polymer
M.
Grubbs catalyst
N.
metallacycle
O.
![](data:image/png;base64,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)
P.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKoAAAA2CAIAAADYsJXtAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAasSURBVHhe7ZrbUew6EEXJgBAIgRAInRAIgRBuCNw13hoh2pLc1sP2qZn14bI0/djdbRnXqfPy8+SBeY7/oXmO/6F5jv+heY7/ofkHxv/fnezST3DrjnMRgvpFf7hbWP9aoXH8IbYvWfjtLlSbTrB/f39/fX3lusT4swxGDoyjWQajLeQI6T2sf80SfnbbV/j+/kb529sb16+vL26gobqW8ZvoZhmM7hihWZs6RMCda3bppzMOlmkh3IC/48bALIORD5R8fHxwxVGqiCNJsRxu0mWJxtNvopeSsbMWurda7AkevczST0+cbCF7O24MNu2zIIDsqRf32knLcVbX/vLfTMYyK9SYbaLg+HIDpk4/uLTFwWZIx43Bpn2WrBdL7Zeq0yZoGekafzaZdkRWaLhzgwtHjVCRhlcINMfBBmNjyVL7/o5zX7F3gn3Wi51SdVx5WNkxDzG0jz+bLM2kdyM7wacVIhCns2uAS1scbLKW7OzqeMXeD/Y4Gi+W2i9Vp00mwp+wuAmzTj+ZqHxdnll6wMVUki79NMfJWrLUvr/jXCv2TrBPHyngXt8lJrsJjoFxhCl/+5VJT0Caj3vz9HnAi+Axjln6aY6D4CEdNwZreycxO77xHtJyzBJLlKQ7onH8lWRpJlgLlYsTReMtwpV7swxGDoyjWQajMtlCoNQEUIqKgVnuAi8F58q9Kccs5cKNvOIOtIzfRDdLGcRMRqgi7OKWYCG79BPcWuOYQnDkxt9x2LTfhYKAfxnFaBPaX/5ivdRNmkk7sNj+w4QyclWXlpU+hMV9OQ9SoCF7AhvHX6KSqZmlRYGwdXmQOrwPQn0QYctBcFi5DB4/hDyDRkUcmshLsuc9WWF4wMitBQthPQKije3G+PGPhaNDqS8vL1zHHiOgfc6v0dsY74StcfhjDu/GaeP31IwNDzvVAjczWk8TeQLqkSWDjsPwNxDRnDElY2w3zhk/0jebDhjQcarlOvzoRzZlDD9zKWR3jn+GjEuf/ljwpKPvgbzDz5zBE3OSjJP/9lfKiAXPOHOGuozhZy5LfaKTZJw5fkqqvPdiwZPOXITglQ/AY95AdQ0wScb546/3HSpNGQUpsg8iO4e9gUoaYJ6Mk1/+FJP9BowFTz1zEVKUxk/Hj5FR0gB0aZKMk8cP2XrYpGCYfeYilb4fJqPUingShss4f/xZ1Pdjjn7E5Er7fqQMA6nnPYKXGH+275MKLkFS8/E1te8VTDemnoQB40dWjzJ8s30//syhIf3re4oMcqXdYDn1JPSOX/qgRx++6Qcgy86AbSAgHf9ZMtJucG1+BD0uA8aPPih9tTqJvtzcnqaT/txeTUbzI0gEJrLp2D5+EgjSfH19cRN+6IM4bQWP5QoypAEaeouL50w2jj8qo0H6L50NEtcQhICjorWh1FeQgQZ1OGz5kGauHt/f8e8qFWO985dn4MYu9yxEoOOE2lvwQNDA3931/1E+GLVC7d3VWDRLOXh8w/hVNj6bDjLgSnS984V+7YEgse9DAjYQNdB6ZITdw4ky1OGwuwWWuOgfKsSm7+/pp1qcodJ9JcAAGp7NEgQhoLKrbGBnSHAnRgOlHa8BOluBJcpl73H587cfh5g7m5Kd+MIfNf51RiNDZlPZ1NBfpodNGTJbg5nAZtdQMp9+imJSKiJXouuNJPRrG7gTv/RHp/7rKDwaTCtm4JFR+TWeRt2sbUpkxi/SlKD6YcihV3BPW1OzzqQGv4a0FWM1QH8ruNfU2ZeNX2Rx/ELhiM4HhQbfOX5TrSdOg0udtoBjNUCDjLWL0McKN7KRsYeN8QPhyKSpk8YpNIuRHnZ9SEZ0D7v7GaihuQ8wRAZD0Vx006BnY/xEVDJyfH5+diruf3/2xBmr4fRW4K7BMxeu8fTvojZ+whFUkEDVQqw82FVRtbtcNkkDemqeoaEh5igZxBG8jDV40Pd4sHCzPX6ELrluxH02Pc9vWm3dci/SEIOH3RzzNMDxrcCXoWjqXIGAafBg5yMzfhIIYmn84Ye/pCkxDrt35N7/iqtTz3KMBiD+Ya0gggavzz1QzLYsdvx4UgbRFZoPfpalcEq5FP5budmU5VSuoOGAVhBNxO98EX5eWGuokzn9eBKdK3h0k0aWgDLdsONJP4oraIB5MoiwnMcbyyu/+J2fatjMWxs/937dynrAm7bCFTTADBnEYZw8UsTUQ1CPzK91A5F/+dff+RUaXIZzBQ0wXAaD11BE2O0jf/pJwzWsn1wDnftRgxeZ8cPYHE/6YSKcyYPG/+Qh+Pn5H/ZnJPeiTJxoAAAAAElFTkSuQmCC)
______ four-membered metal containing intermediate
Question 12MATCH a term or structure from the list below to each of the following definitions or names. Place the letter of the term or structure in the blank to the left of the definition or name which it describes.
A.
BF
3 + H
2O
B.
elastomer
C.
chain-growth polymer
D.
AL(CH
2CH
3)
3 + TiCl
4 E.
![](data:image/png;base64,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)
F.
![](data:image/png;base64,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)
G.
thermoplastic
H.
homopolymer
I.
plasticizers
J.
thermosetting resins
K.
copolymers
L.
step-growth polymer
M.
Grubbs catalyst
N.
metallacycle
O.
![](data:image/png;base64,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)
P.
![](data:image/png;base64,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)
_____ General structure: M=CHR
Question 13MATCH a term or structure from the list below to each of the following definitions or names. Place the letter of the term or structure in the blank to the left of the definition or name which it describes.
A.
BF
3 + H
2O
B.
elastomer
C.
chain-growth polymer
D.
AL(CH
2CH
3)
3 + TiCl
4 E.
![](data:image/png;base64,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)
F.
![](data:image/png;base64,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)
G.
thermoplastic
H.
homopolymer
I.
plasticizers
J.
thermosetting resins
K.
copolymers
L.
step-growth polymer
M.
Grubbs catalyst
N.
metallacycle
O.
![](data:image/png;base64,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)
P.
![](data:image/png;base64,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)
____ a Ziegler-Natta catalyst
Question 14MATCH a term or structure from the list below to each of the following definitions or names. Place the letter of the term or structure in the blank to the left of the definition or name which it describes.
A.
BF
3 + H
2O
B.
elastomer
C.
chain-growth polymer
D.
AL(CH
2CH
3)
3 + TiCl
4 E.
![](data:image/png;base64,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)
F.
![](data:image/png;base64,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)
G.
thermoplastic
H.
homopolymer
I.
plasticizers
J.
thermosetting resins
K.
copolymers
L.
step-growth polymer
M.
Grubbs catalyst
N.
metallacycle
O.
![](data:image/png;base64,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)