MAC 2311 Midterm: MAC2311 S11 Test 1

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31 Jan 2019
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Instructions: write complete solutions on this test paper. Do not simplify and do not round o , answers may involve square roots, fractions, etc (1) (20 pts. ) Calculus 1 page 2 (2) (4 pts. each) for the function f (x) = otherwise say why it does not exist. (a) lim x 3 f (x) = x + 2 x 3. Use the given graph of y = f (x) to nd a number such that. |f (x) 4| < 0. 5 whenever 0 < |x 8| < y. Find the limit, if it exists, otherwise say why it does not exist. The graph of y = f (x) is given. Sketch the graph of the derivative y = f (x). y y = f (x) y y = f (x) x x (7) (15 pts. ) Answer the following for the function f (x) =( 1.

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