1205ctf_f02

# 1205ctf_f02 - Math 1205 Common Final Exam Fall 2002 FORM A...

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Math 1205 Common Final Exam Fall 2002 FORM A Name: ______________________________ Pledge: ______________________________ CRN: ______________________________ Instructions: Please enter your NAME, ID NUMBER, FORM DESIGNATION, and, your CRN on the op-scan sheet. The CRN should be written in the box labeled ‘COURSE’. Darken the appropriate circles below your ID number and below the Form designation letter. Use a number 2 pencil. Machine grading may ignore faintly marked circles. Mark your answers to the test questions in rows 1 through 17 of the op-can sheet. Your score on this test will be the number of correct answers. You have one hour to complete this portion of the exam. 1. The statement that lim x a f ( x ) = 1 is FALSE for which of the following? 1) a = 2 and f ( x ) = x 3 - 2 x 2 x 2 - 4 2) a = 0 and f ( x ) = x x 3) a = 0 and f ( x ) = sin x x 4) a = 0 and f ( x ) = cos x x + 1 2. Let h ( x ) = x if x < 0 1 if x =0 x 2 if 0 < x 2 8 - x if x > 2 . Which of the following is FALSE? 1) lim x 0 h ( x ) does not exist. 2) lim x 2 h ( x ) does not exist. 3) h has a removable discontinuity at x = 0. 4) lim x 2 - h ( x ) = 4. 5) lim x 2 + h ( x ) = 6.

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3. Which of the following is FALSE? 1)
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1205ctf_f02 - Math 1205 Common Final Exam Fall 2002 FORM A...

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