solution9 - at r t o f x s q r"t o f x o O 1000 0 0.4472...

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at! rt of .') x sq r"t of x o 0 O. ,1000 0.4472 0.4000 0.632.1 0.6000 (J. ,746 0.8000 0.8944 1 1 1 . .l0()f) 1. 0954 • P. ..... Z The I.ut value of exp(-)(,) which is eqlJal to or gredter than 0.,")5 is 0.273 I:wd the wl7ue of x at which it occurs is ,[.3 ........ J ;:':iJ:1S ...... ~+«-1)AoI)/(Z ..... 1): .... ~:1SG .... S. .z,-"CZI « "1)AoI)/cz-. ...1): ~1I.·· fWrlilik'lf WS, "I tlDII ... If. If 1ioUo, •• __ -tilla ...... liIt. If. "/ .... If. \8' ,_,.-2,.) ittSP(' ') If'lbiS, sl.JIl1I1Iation =0.770. If N=lS0, sLJmIT1<HiorJ.::.D.787. pi/4=O.785. ........ lJ:!: ....s.: 10 1T~-:l~:ul -I ......... 1; ='!!ttS'~ 1~ val_ ef ~-~ _1c11 1. :'1: 1 IIR or r.1r.{ 1M! D.ZJ\R') ~(t'}; s ... .. .. va • at lII!l1c11 t OCCIN'S. .1f\l1' ",x> ,,-.~ The last value of exp(-A) ",hich is equill to or greater than 0.25 is 0.273 and the va tue of}( at which it occur'S is 1.3
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- - • Prab. 5 j 1lC-[1JOOD 15000 45000 JtOOlI]: for ~1:1~(1~ 1f 1~~oo1 81 ..1 1~(n).30000 UlOoO .15-(1 ~-1lIOOO); 81 ..1f inc
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This note was uploaded on 02/27/2010 for the course ENME 271 taught by Professor Marks during the Summer '08 term at Maryland.

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solution9 - at r t o f x s q r"t o f x o O 1000 0 0.4472...

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