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Unformatted text preview: x 2 , [0 , 9]. 3. Evaluate each of the following indenite integrals: a) R ( xex ) dx b) R ( x 2 cos( mx )) dx b) R ( s 2 s ) ds 4. Use the reduction formula Z (ln x ) n dx = x (ln x ) nn Z (ln x ) n1 dx to evaluate Z e 1 (ln x ) 5 dx. 5. Evaluate each of the following indenite or denite integrals. a) R 2 cos 5 x dx b) R tan 3 (2 x ) sec 5 (2 x ) dx c) R cos( x ) cos(4 x ) dx Please note that assignments may be submitted to the drop box before the due date. Assignments will be removed from the drop box shortly after the time they are due. The drop boxes are located on the fourth oor of the Math and Computer building (MC) outside room MC 4066. Check the course outline for the box/slot for your assignment....
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This note was uploaded on 10/21/2010 for the course MATH 138 taught by Professor Anoymous during the Fall '07 term at Waterloo.
 Fall '07
 Anoymous
 Math, Calculus

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