2 n to write out the maclaurin series for the

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(2 n )! to write out the Maclaurin series for the function g ( x ) = cos( x 2 ) and then write out the Maclaurin series expansion of Z 1 0 cos( x 2 ) dx . (Do not compute and add up the terms of your series!) Using the above information, find the minimum number of terms needed to approximate Z 1 0 cos( x 2 ) dx with an error less than 0 . 01?
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CALCULUS II, FINAL EXAM 11 DO NOT ENTER ANY PROBLEM SOLUTIONS OR WORK ON THIS PAGE. Summary of scores on problems - for grading purposes only. Points Part I Questions 1 – 10 Part II Problem 1 Problem 2 Problem 3 Problem 4 Problem 5 Total Test Score
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CALCULUS II, FINAL EXAM 12 SCRATCH PAPER (Scratch paper will not be graded)
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CALCULUS II, FINAL EXAM 13 SCRATCH PAPER (Scratch paper will not be graded)
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CALCULUS II, FINAL EXAM 14 SCRATCH PAPER (Scratch paper will not be graded)
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