Giaotrinhmaplenguyenchanhtu1
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Giaotrinhmaplenguyenchanhtu1 Giaotrinhmaplenguyenchanhtu1 Document Transcript

  • Page 1
  • ( 2 )3 ( 5 )2 ( 293 ) Page 2
  • 2 28 26843545630605751221644063603537046129726862938858880417357699941677674125947 65331767168674655152914224775733499391478887017263688642639077590 03154226842927906974559841225476930271954604008012215776252176854 25596535690350678872526432189626429936520457644883038890975394348 96254360532259807765212708224376394491201286786753683057122936819 43649956460498166450227716500185176546469340112226034729724066333 25858350687015016979416885035375213755491028912640715715483028228 49379526365801452352331569364822334367992545940952768206080622328 12387383880817049600000000000000000000000000000000000000000000000 000000000000000000000000000 615 Page 3
  • ( 2 )2 ( 3 ) ( 11 ) ( 73 ) ( 157 ) n (2 )FermatPrime := 2 1[ 5, 17, 257, 65537, 4294967297 18446744073709551617 , ][ ( 5 ), ( 17 ), ( 257 ), ( 65537), ( 641 ) ( 6700417), ( 67280421310721) ( 274177) ] Page 4
  • 100 1 ii 1 1 i4 1k 1 k2 Page 5
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  • Page 11
  • [ x1 2 x2 6 x3 8 x4 14 x5 3 x6 0, 2 x1 4 x2 x3 8 x4 5 x5 x6 0, 3 x1 x2 4 x3 9 x4 10 x5 0, 3 x1 2 x2 x3 12 x4 x5 4 x6 0, 5 x1 7 x2 11 x3 11 x4 19 x5 9 x6 0 ] Page 12
  • Page 13
  • y x sin( 3 x ) xz f( x, y ) Page 14
  • Page 15
  • 1 2n Page 16
  • Page 17
  • rtheta rr r, , z x 1 r cos ( t ) 1 r sin( t ) z2 0 4 9 6z 1 2 2 (9 5 sin( t ) ) Page 18
  • r cos ( t ) r sin( t ) z2 0 4 9 6z 9 5 sin( t ) 2 r, ,Page 19
  • 2 a cos( )a cos ( ) 2 1x 1 2 2 212 e 1 2 Page 20
  • f( x )f( x ) a f( x b) d Page 21
  • Page 22
  • f := x x 2 sin( x ) Page 23
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  • x3 1 ex f g 0 Page 25