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當(dāng)前位置： 首頁(yè)出版圖書教育/教材/教輔教材研究生/本科/?？平滩?/a>Schaum's題解精萃：微積分

Schaum's題解精萃：微積分

Schaum's題解精萃：微積分

定　價(jià)：￥46.00

作　者： （美）Frank Ayres，Jr.，（美）Elliott Mendelson著
出版社： 高等教育出版社
叢編項(xiàng)：
標(biāo)　簽： 微積分

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ISBN： 9787040087543 出版時(shí)間： 2000-01-01 包裝： 平裝
開本： 27cm 頁(yè)數(shù)： 578 字?jǐn)?shù)：  

內(nèi)容簡(jiǎn)介

　　Schaum''''s叢書是由麥格勞-希爾（MrGraw-Hill）國(guó)際出版公司出版的著名的系列教學(xué)輔助用書，涵蓋了高等教育各類各門學(xué)科和課程。每本書都匯集了該門學(xué)科課程中的精髓內(nèi)容，并對(duì)基本理論和基本概念作了簡(jiǎn)明精煉的歸納和總結(jié)，還提供了由美國(guó)眾多經(jīng)驗(yàn)豐富的資深教師和學(xué)者推薦、講解透徹的精選例題和形式多樣的各類習(xí)題。本書根據(jù)Schaum''''s系列叢書中《微積分》第四版原文影印出版?？晒┰谛１究粕⒀芯可约吧鐣?huì)各類科技人員參考使用。

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圖書目錄

CHAPTER1LINEARCOORDINATESYSTEMS.ABSOLUTEVALUE.INEQUALITIES
CHAPTER2RECTANGULARCOORDINATESYSTEMS
CHAPTER3LINES
CHAPTER4CIRCLES
CHAPTER5EQUATIONSANDTHEIRGRAPHS
CHAPTER6FUNCTIONS
CHAPTER7LIMITS
CHAPTER8CONHNUITY
CHAPTER9THEDERIVATIVE
CHAPTER10RULESFORDIFFERENTIATINGFUNCTIONS
CHAPTER11IMPLICITDIFFERENTIATION
CHAPTER12TANGENTANDNORMALLINES
CHAPTER13LAWOFTHEMEAN.INCREASINGANDDECREASINGFUNCTIONS
CHAPTER14MAXIMUMANDMINIMUMVALUES
CHAPTER15CURVESKETCHING.CONCAVITY.SYMMETRY
CHAPTER16REVIEWOFTRIGONOMETRY
CHAPTER17DIFFERENTIATIONOFTRIGONOMETRICFUNCTIONS
CHAPTER18INVERSETRIGONOMETRICFUNCTIONS
CHAPTER19RECTILINEARANDCIRCULARMOTION
CHAPTER20RELATEDRATES
CHAPTER21DIFFERENTIALS.NEWTON'SMETHOD
CHAPTER22ANTIDERIVATIVES
CHAPTER23THEOEFINITEINTEGRAL.AREAUNDERACURVE
CHAPTER24THEFUNDAMENTALTHEOREMOFCALCULUS
CHAPTER25THENATURALLOGARITHM
chAPTER26EXPONENTIALANDLOGARITHMICFUNCTIONS
CHAPTER27L'HOPITAL'SRULE
CHAPTER28EXPONENTIALGROWTHANDDECAY
CHAPTER29APPLICATIONSOFINTEGRATIONI:AREAANDARCLENGTH
CHAPTER30APPLICATIONSOFINTEGRATIONII:VOLUME
CHAPTER31TECHNIQESOFINTEGRATIONI:INTEGRATIONBYPARTS
CHAPTER32TECHNIQUESOFINTEGRATIONII:TRIGONOMETRICINTEGRANOSANDTRIGONOMETRICSUBSTITUTIONS
CHAPTER33TECHNIQUESOFINTEGRATIONIII:INTEGRATIONBYPARTIALFRACTIONS
CHAPTER34MISCELLANEOUSSUBSTITUTIONS
CHAPTER35IMPROPERINTEGRALS
CHAPTER36APPLICATIONSOFINTEGRATIONII:AREAOFASURFACEOFREVOLUTION
CHAPTER37PARAMETRICREPRESENTATIONOFCURVES
CHAPTER38CURVATURE
CHAPTER39PLANEVECTORS
CHAPTER40CURVILINEARMOTION
CHAPTER41POLARCOORDINATES
CHAPTER42INFINITESEQUENCES
CHAPTER43INFINITESERIES
CHAPTER44SERIESWITHPOSITIVETERMS.THEINTEGRALTEST.COMPARISONTESTS
CHAPTER45ALTERNATINGSERIES.ABSOLUTEANDCONDITIONALCONVERGENCE.THERATIOTEST
CHAPTER46POWERSERIES
CHAPTER47TAYLORANDMACLAURINSERIES.TAYLOR'SFORMULAWITHREMAINDER
CHAPTER48PARTIALDERIVATIVES
CHAPTER49TOTALDIFFERENTIAL.DIFFEREN'rIABILITY.CHAINRULES
CHAPTER50SPACEVECTORS
CHAPTER51SURFACEANDCURVESINSPACE
CHAPTER52DIRECTIONALDERIVATIVES.MAXIMUMANDMINIMUMVALUES
CHAPTER53VECTORDIFFERENTIATIONANDINTEGRATION
CHAPTER54DOUBLEANDITERATEDINTEGRALS
CHAPTER55CENTROIDSANDMOMENTSOFINERTIAOFPLANEAREAS
CHAPTER56DOUBLEINTEGRATIONAPPLIEDTOVOLUMEUNDERASURFACEANDTHEAREAOFACURVEDSURFACE
CHAPTER57TRIPLEINTEGRALS
CHAPTER58MASSESOFVARIABLEDENSITY
CHAPTER59DIFFERNTIALEQUATIONSOFFIRSTANDSECOND
ORDER
INDEX

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