Mad Love Quiz | Four Week Quiz A

This set of Lesson Plans consists of approximately 127 pages of tests, essay questions, lessons, and other teaching materials.

Mad Love Quiz | Four Week Quiz A

This set of Lesson Plans consists of approximately 127 pages of tests, essay questions, lessons, and other teaching materials.
Buy the Mad Love Lesson Plans
Name: _________________________ Period: ___________________

This quiz consists of 5 multiple choice and 5 short answer questions through Section 2.

Multiple Choice Questions

1. What refers to everyday items that can be transformed into art objects or reinterpreted as objects outside their intended utilitarian purpose?
(a) Catalyst items.
(b) Art items.
(c) Found items.
(d) Creative items.

2. What is the second of the two essential questions posed by Breton in Section 2?
(a) "What do you consider the essential encounter of your life?"
(b) "What do you want the most out of life?"
(c) "To what extent did this encounter seem to you, and, does it seem to you now, to be fortuitous or foreordained?"
(d) "What is the meaning of life?"

3. What is the name of Andre Breton's daughter, to whom much of Mad Love is dedicated?
(a) Aube.
(b) Augustine.
(c) Marie.
(d) Sarah.

4. What year was it that Breton recounted going to a restaurant, in Section 1?
(a) 1939.
(b) 1941.
(c) 1934.
(d) 1925.

5. What Austrian neurologist founded the psychoanalytic school of psychiatry?
(a) Carl Jung.
(b) Sigmund Freud.
(c) Antonin Artaud.
(d) Friedrich Engels.

Short Answer Questions

1. What term relates to magic, astrology, or any system claiming use or knowledge of secret or supernatural powers or agencies?

2. How many of the questionnaires sent out were returned with responses in Section 2?

3. Breton writes in Section 1, "In order to have a woman appear, I have seen myself opening a door, shutting it, opening it again -- when I had noticed that it was not enough to slip a ____ into a book chosen at random."

4. Where did Breton meet Lamba?

5. Breton argues that "convulsive beauty" must be seen in terms of the object in motion, and how?

(see the answer key)

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