q4 - quiz. Please ll in the blanks. Show no work. Q4a: Let...

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Honors Calc 1 MAC3472 3203 Freebie Quiz Q4 Prof. JLF King 7Dec2009 Note. This is an open brain, open HHA, closed book, quiz. Please fill in the blanks. Show no work. Q4a: Let h ( z ) := z 3 + z 2 Z 3 sin 2 ( t ) d t. Then h 0 ( z ) = . Q4b: The sum 1 12 + 1 20 + 1 30 + · · · + 1 2000 · 2001 i.e, 2000 X j =3 1 j · [ j + 1] , can be written as p/q in canonical form, with p = and q = . Q4a: 25pts Q4b: 25pts Total: 50pts Print name .......................................... Ord: Filename: Classwork/1Calculus/q4.latex As of: Wednesday 28Nov2001 . Typeset: 7Dec2009 at 09:27 . Honors Calc 1 MAC3472 3203 Freebie Quiz Q4 Prof. JLF King 7Dec2009 Note. This is an open brain, open HHA, closed book,
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Unformatted text preview: quiz. Please ll in the blanks. Show no work. Q4a: Let h ( z ) := z 3 + z 2 Z 3 sin 2 ( t ) d t. Then h ( z ) = . Q4b: The sum 1 12 + 1 20 + 1 30 + + 1 2000 2001 i.e, 2000 X j =3 1 j [ j + 1] , can be written as p/q in canonical form, with p = and q = . Q4a: 25pts Q4b: 25pts Total: 50pts Print name .......................................... Ord: Filename: Classwork/1Calculus/q4.latex As of: Wednesday 28Nov2001 . Typeset: 7Dec2009 at 09:27 ....
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This note was uploaded on 01/26/2012 for the course MAC 3472 taught by Professor Jury during the Fall '07 term at University of Florida.

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