Math151OldQuiz2

# Math151OldQuiz2 - Math 151 Name: _ QUIZ ON CHAPTER 10 MATH...

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Math 151 Name: ________________________ QUIZ ON CHAPTER 10 MATH 151 – SPRING 2003 – KUNIYUKI 100 POINTS TOTAL Show all work, simplify as appropriate, and use “good form and procedure” (as in class). Box in your final answers! No notes, books, or calculators allowed. 1) Find the limits. Write or -• when appropriate. If a limit does not exist, and and are inappropriate, write “DNE” (Does Not Exist). Indicate indeterminate forms whenever appropriate, though you don’t have to indicate signs for them. (46 points total) a) lim cos x xx x Æ - - () 2 2 2 4 p (6 points) b) lim x x x Æ - - 0 21 31 (4 points) c) lim ln x x e x Æ + 3 2 1 (2 points)

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d) lim ln x x xx Æ• + 2 1 (10 points) e) lim cot x Æ + 0 (8 points) f) lim cos / x x x Æ () 0 1 2 (16 points)
2) Indicate whether the integral converges or diverges. If it converges, find its

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## This note was uploaded on 09/08/2011 for the course MATH 151 taught by Professor Bray during the Spring '07 term at Mesa CC.

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Math151OldQuiz2 - Math 151 Name: _ QUIZ ON CHAPTER 10 MATH...

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