差分

この文書の現在のバージョンと選択したバージョンの差分を表示します。

lectures:rep20100607 2010/06/07 09:58 lectures:rep20100607 2010/06/07 09:59 現在
ライン 6: ライン 6:
  - 学生番号がTxxDx//LM//の者は //M//が偶数のとき\\ <latex>\displaystyle\int_{0}^{\infty}x^{N+1}{\rm e}^{-x}{\rm d}x</latex> \\  //M//が奇数のとき\\ <latex>\displaystyle\int_{0}^{\infty}x^{N+1}{\rm e}^{-x^2}{\rm d}x</latex> \\  を数値積分により計算せよ。ただし//N//=//L// % 3とする。   - 学生番号がTxxDx//LM//の者は //M//が偶数のとき\\ <latex>\displaystyle\int_{0}^{\infty}x^{N+1}{\rm e}^{-x}{\rm d}x</latex> \\  //M//が奇数のとき\\ <latex>\displaystyle\int_{0}^{\infty}x^{N+1}{\rm e}^{-x^2}{\rm d}x</latex> \\  を数値積分により計算せよ。ただし//N//=//L// % 3とする。
すなわち、 すなわち、
-  * T08D001, T08D003, T08D005, T08D007, T08D009, T08D031, T08D033, T08D035, T08D037, T08D039, ... +  * T08D001, T08D003, T08D005, T08D007, T08D009, T08D031, T08D033, T08D035, T08D037, T08D039, ...\\ 
-   * <latex>\displaystyle\int_{0}^{\infty}x{\rm e}^{-x}{\rm d}x</latex> + <latex>\displaystyle\int_{0}^{\infty}x{\rm e}^{-x^2}{\rm d}x</latex> 
-  * T08D000, T08D002, T08D004, T08D006, T08D008, T08D030, T08D032, T08D034, T08D036, T08D038, ... +  * T08D000, T08D002, T08D004, T08D006, T08D008, T08D030, T08D032, T08D034, T08D036, T08D038, ...\\ 
-  * T08D011, T08D013, T08D015, T08D017, T08D019, T08D041, T08D043, T08D045, T08D047, T08D049, ... + <latex>\displaystyle\int_{0}^{\infty}x{\rm e}^{-x}{\rm d}x</latex> 
-  * T08D010, T08D012, T08D014, T08D016, T08D018, T08D040, T08D042, T08D044, T08D046, T08D048, ... +  * T08D011, T08D013, T08D015, T08D017, T08D019, T08D041, T08D043, T08D045, T08D047, T08D049, ...\\ 
-  * T08D021, T08D023, T08D025, T08D027, T08D029, T08D051, T08D053, T08D055, T08D057, T08D059, ... + <latex>\displaystyle\int_{0}^{\infty}x^2{\rm e}^{-x^2}{\rm d}x</latex> 
-  * T08D020, T08D022, T08D024, T08D026, T08D028, T08D050, T08D052, T08D054, T08D056, T08D058, ...+  * T08D010, T08D012, T08D014, T08D016, T08D018, T08D040, T08D042, T08D044, T08D046, T08D048, ...\\ 
 + <latex>\displaystyle\int_{0}^{\infty}x^2{\rm e}^{-x}{\rm d}x</latex> 
 +  * T08D021, T08D023, T08D025, T08D027, T08D029, T08D051, T08D053, T08D055, T08D057, T08D059, ...\\ 
 + <latex>\displaystyle\int_{0}^{\infty}x^3{\rm e}^{-x^2}{\rm d}x</latex> 
 +  * T08D020, T08D022, T08D024, T08D026, T08D028, T08D050, T08D052, T08D054, T08D056, T08D058, ...\\ 
 + <latex>\displaystyle\int_{0}^{\infty}x^3{\rm e}^{-x}{\rm d}x</latex>
lectures/rep20100607.1275872287.txt.gz · 最終更新: 2010/06/07 09:58 by kimi
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