Questions: Scope Ambiguity and Logical Form

5 questions to test your understanding

Score: 0 / 5
Question 1 Multiple Choice

The sentence 'Every student read a book' is ambiguous. On the reading where one particular book was read by everyone, the logical form is:

A∀x(Student(x) → ∃y(Book(y) ∧ Read(x, y)))
B∃y(Book(y) ∧ ∀x(Student(x) → Read(x, y)))
C∀x∀y(Student(x) ∧ Book(y) → Read(x, y))
D∃x(Student(x) ∧ ∃y(Book(y) ∧ Read(x, y)))
Question 2 Multiple Choice

John does not know that Maria is the tallest spy. Yet he has been watching Maria for years, believing her to be dangerous. On the de re reading of 'John believes the tallest spy is dangerous,' which of the following is true?

AJohn must know that Maria is the tallest spy for the de re reading to apply
BThe de re reading is false because John does not associate the description 'tallest spy' with Maria
CThe de re reading is true: John has a belief directly about Maria (the individual), even without knowing she is the tallest spy
DDe re and de dicto readings agree here since the description is uniquely satisfied
Question 3 True / False

On the de re reading of a belief attribution, the believer is expected to have the individual in mind under the relevant description.

TTrue
FFalse
Question 4 True / False

The scope ambiguity in natural language sentences like 'Everyone loves someone' can usually be resolved by careful attention to word order and syntax.

TTrue
FFalse
Question 5 Short Answer

Why does it matter for belief attributions whether a description takes wide scope or narrow scope relative to the belief operator?

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