2009年山東省普通高等教育專升本高等數(shù)學(xué)(公共課)考試要求文庫(in 2009, the general higher mathematics (public course) examination of the general higher mathematics (public course&#..

2009年山東省普通高等教育專升本高等數(shù)學(xué)(公共課)考試要求文庫(in 2009, the general higher mathematics (public course) examination of the general higher mathematics (public course&#..

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2009年山東省普通高等教育專升本高等數(shù)學(xué)(公共課)考試要求文庫(in 2009, the general higher mathematics (public course) examination of the general higher mathematics (public course&#.._第1頁
2009年山東省普通高等教育專升本高等數(shù)學(xué)(公共課)考試要求文庫(in 2009, the general higher mathematics (public course) examination of the general higher mathematics (public course&#.._第2頁
2009年山東省普通高等教育專升本高等數(shù)學(xué)(公共課)考試要求文庫(in 2009, the general higher mathematics (public course) examination of the general higher mathematics (public course&#.._第3頁
2009年山東省普通高等教育專升本高等數(shù)學(xué)(公共課)考試要求文庫(in 2009, the general higher mathematics (public course) examination of the general higher mathematics (public course&#.._第4頁
2009年山東省普通高等教育專升本高等數(shù)學(xué)(公共課)考試要求文庫(in 2009, the general higher mathematics (public course) examination of the general higher mathematics (public course&#.._第5頁
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《2009年山東省普通高等教育專升本高等數(shù)學(xué)(公共課)考試要求文庫(in 2009, the general higher mathematics (public course) examination of the general higher mathematics (public course&#..》由會員上傳分享,免費在線閱讀,更多相關(guān)內(nèi)容在教育資源-天天文庫。

1、2009年山東省普通高等教育專升本高等數(shù)學(xué)(公共課)考試要求文庫(In2009,thegeneralhighermathematics(publiccourse)examinationofthegeneralhighermathematics(publiccourse)inshandongprovincerequiredthelibrary)TheTXTheartisahousewithtwobedrooms,onelivinginpainandonelivinginhappiness.Youca

2、n'tlaughtooloud,oryou'llwakeupthepainnextdoor.One,thefunction,thelimitandthecontinuous(1)function(1)tounderstandtheconceptoffunctions:thedefinitionoffunctions,therepresentationoffunctions,andpiecewisefunctions.(2)understandingandgraspingthesimplenatur

3、eoffunctions:monotonicity,parity,boundedness,periodicity.(3)understandtheinversefunction:thefunctionoftheinversefunction.(4)masterthefouroperationsandcompoundoperationsofthefunction.(5)understandandmasterbasicelementaryfunctions:powerfunctions,exponen

4、tialfunctions,logarithmicfunctions,trigonometricfunctions,inversetrigonometricfunctions.(6)understandtheconceptofelementaryfunctions.(2)limit(1)tounderstandtheconceptofthelimitofthenumberofcolumns:thenumbercolumn,thedefinitionofthelimitoftheserieslimi

5、t,canbeusedtoanalyzethetrendofthefunctionaccordingtothelimitconcept.Wecantaketheleftlimitandtherightlimitofthefunctionatonepointandunderstandthesufficientandnecessaryconditionsfortheexistenceofthefunctionatonepoint.(2)understandthenatureofthelimitofth

6、esequenceofNumbers:uniqueness,boundedness,fouroperationtheorems,thesqueezetheorem,monotoneboundedsequence,theexistencetheoremofthelimit,andthefouralgorithmsofthelimit.(3)understandtheconceptoflimitoffunctions:thedefinitionofthelimitofthefunction,theli

7、mitoftheleftandrightlimits,andtherelationshipbetweenthelimitandthelimit,thelimitofthefunctionasxgoestoinfinity(xtoinfinity,xtoinfinity,xtominusinfinity).(4)thetheoremthatholdsthelimitofthefunction:uniquenesstheorem,squeezetheorem,fourarithmetictheorem

8、.(5)understandingofdimensionlessandinfinity:thedefinitionofdimensionlessandinfinity,therelationshipbetweendimensionlessandinfinity,thenatureofthedimensionlessandinfinity,thecomparisonoftwodimensionlessorder.(6)masterthemethodoftakingthelimitwi

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