作者查詢 / Dola1003

總覽項目：發文 | 留言 | 暱稱

作者 Dola1003 在 PTT [ Grad-ProbAsk ] 看板的留言(推文), 共36則

限定看板：Grad-ProbAsk

看板排序：

全部SportLottery1069HCHS93314911NY-Yankees439MLB_Jersey205Baseball164MLB103Tennis84TaiwanDrama80Carps62Japan_Travel51ChemEng42MP41Lions38Grad-ProbAsk36Olympics_ISG30graduate28Tech_Job27AKB4824Softball20SoftbankHawk19HCHS_ALUMNI18Militarylife17NCU_Talk17Gossiping16HCHS9210415HCHS5831813NTUCHEbsball13Palmar_Drama12Stock11Wei-Lun10sex9CMWang8e-coupon7RedSox7Road_Running7Hate6Marines6NTUcourse6Sony-style6WorldCup6YAKYU6Japandrama5NBA_Fantasy5NTU5Beauty4CTS4Fighters4Golden-Award4happy-clan4Hsinchu4OrixBuffalo4Patent4CECUP3Cobras3fashion3Football3GraduateCram3Jeans3JLPT3Monkeys3Wallpaper3Agronomy-872Asian-MLB2Emergency2FBaseball2handsomechef2Hiking2HotBloodYuan2HSNU_11102ILSH-973062JapanMovie2KS97-3202NBA2NCCU05_GIDS2NCUIM972NSYSU_MSOE992NTOUEE982NTPU-CRIM932NTU_Beauty2NUK_EE100A2PttHistory2R89325xxx2StupidClown2THU-CHE-Soft2travian2A-Rod1ADS1AirForce1B99310XXX1BA_baseball1BLAZERS1Cabal1CCU_EE961CGU_EE981Chiayi1China-Drama1ChungLi1Civil1ck57th3061ck58th3071CSMU-HSA961CYCEsoftball1CYCU_MIS_93A1Dragons1DSLR1Eco_Tennis1Evangelion1FCU-LM100B1FCU_SB_CLUB1FJU-ACC90a1FLAT_CLUB1FSHS-95-3081GOGO-Hui1Golf1HCHS583081HCHS593051HCHS603091HSNU_10951I-Lan1Ichiro1Ind-travel1JP_Custom1KS93-3161KS94-3111KS94-3161KS94-3201KS95-3181KS97-3131KS98-3021KUAS1LTU1MAJOR1MCUBA891MIT1MLBGAME1MOD1movie1NBAJerseys1NCCU07_ITMBA1NCHU_BIME991NCKU-HIS991NCKU_EARTH981NCUCE931NCUECON961NCUT1NDHU-Ch1001NDHU-LS1001NeedFood1NHU_CSIE1NLHS-3th-3061NSYSU1NSYSU_MIS_991NSYSU_Phys1NTNU-SLM951NTPU-CSIE941NTPU-CSIE951NTUCE-1041NTUEE_BL5271NTULawHome1NTUST-EE-B901NTUT_IPET4951NUK_AC1001NUU-ME-1001NUU-SHE-971Padres1PH-sea1PlayBaseball1PlayStation1sandlot_ball1SCU_Law101D1SeibuLions1SENIORHIGH1share1ShoheiOhtani1specialman1SportsCard1SSSH-16th-Fk1street_style1STU1tcfsh69th3041textbook1THU-CHE961THU-CHEM941TTU-AFL1TY_Research1Viator95Ding1Viator95Yi1VictoryYouth1Yon1YZU_CN99A1<< 收起看板(190)

3

下一頁

尾頁

Re: [理工] [工數]-微分運算子的算式

[ Grad-ProbAsk ]7 留言, 推噓總分: +3

作者: ntust661 - 發表於 2009/11/19 23:38(14年前)

5^F推Dola1003:許雋推倒法嗎XDD11/20 23:36

[理工] [工數]-已知一齊性解，求通解

[ Grad-ProbAsk ]14 留言, 推噓總分: +5

作者: ntust661 - 發表於 2009/11/18 18:17(14年前)

7^F推Dola1003:應變數變更吧y=uv u為你的特解然後令v'=P v"=P'11/19 01:06

8^F→Dola1003:解積分因子然後搞出來之後v可以有一大串解最後 y=uv11/19 01:06

12^F推Dola1003:我想的就是跟paul大一樣的耶QQ11/20 01:25

13^F推Dola1003:可是這樣又很怪因變數變更的確也是要用齊性解去解=.=11/20 01:28

14^F→Dola1003:要不然只能用級數解去搞了11/20 01:28

[問題] 材料熱力學算焓的問題

[ Grad-ProbAsk ]2 留言, 推噓總分: +1

作者: style90639 - 發表於 2009/03/23 01:03(15年前)

1^F推Dola1003:我覺得都ok耶03/23 03:14

3

下一頁

尾頁