mt_ec_questions_1_25 - MIDTERM EXAM SAMPLE PROBLEMS...

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MIDTERM EXAM SAMPLE PROBLEMS DIRECTIONS: Each student has been assigned two of the following problems. Not all of these problems have been assigned. Please post your answers to the questions assigned to you. Check Blackboard for the due date for this assignment. This assignment is worth +5 points. 1) Find this limit – explain any DNE answers: 2) Find all vertical asymptotes for this function: 3) Given this derivative and the fact that f(x) has critical numbers at x= 0, 4 and -4 Use the second derivative test to determine which, if any, of the critical values are minimums. 4) Find these limits – explain any DNE answers:
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5) Explain any DNE answers, given: 6) Find this limit – explain any DNE answers – show an algebraic solution: 7) Find dy/dx for
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8) Show that the Intermediate Value Theorem applies to this function on the given interval. Then find the c guaranteed by the theorem for k=4 9) Given the function below: A)Find all maximum and minimum points B)Find all points of inflection
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This note was uploaded on 04/08/2008 for the course MATH 180 taught by Professor Pashcorr during the Spring '08 term at Hudson Valley Community College.

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mt_ec_questions_1_25 - MIDTERM EXAM SAMPLE PROBLEMS...

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