161E2-S01 - MA 161/161E EXAM 2 Spring 2001 February 27,...

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MA 161/161E EXAM 2 Spring 2001 February 27, 2001 Name Student ID number Lecturer Recitation Instructor Time of Recitation Class Instructions: 1. This package contains 14 problems, each worth 7 points, for a total of 100 points (that includes 2 bonus points for coming). 2. Please supply all information requested above and on the mark–sense sheet. 3. Work only in the space provided, or on the backside of the pages. Mark your answers clearly on the mark–sense sheet. 4. No books, notes, or calculator, please. 1
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Spring 2001 February 27, 2001 1. Let f be a function defined on ( -∞ , ). Which is (are) true? (I . ) f is continuous at a if lim x a f ( x )= f ( a ). ( II.) f is continuous at a if lim x a + f ( x ) = lim x a - f ( x ). ( III.) If f is differentiable, then f is continuous. A. Only I. B. Only II. C. Only I and III. D. Only I and II.
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161E2-S01 - MA 161/161E EXAM 2 Spring 2001 February 27,...

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