管理數(shù)學(xué)

定　價(jià)：￥32.00

作　者：	（英）H.A.斯波那（H.A.Spooner），（英）D.A.L.威爾遜（D.A.L.Wilson）著
出版社：	普蘭蒂斯霍爾出版公司
叢編項(xiàng)：	工商管理精要系列
標(biāo)　簽：	應(yīng)用管理理論

ISBN：	9787300024806	出版時(shí)間：	1997-10-01	包裝：	精裝
開本：	24cm	頁(yè)數(shù)：	266	字?jǐn)?shù)：

內(nèi)容簡(jiǎn)介

　　為什么要在管理活動(dòng)中運(yùn)用數(shù)學(xué)方法？怎樣理解各種圖表和數(shù)據(jù)？什么是數(shù)學(xué)模型？怎樣運(yùn)用數(shù)學(xué)模型輔助解決管理中的難題？本書對(duì)上述問題及其他有關(guān)問題作了清楚而確切的解釋。對(duì)于那些接受短期培訓(xùn)的管理者、MBA，以及想迅速了解這一問題核心內(nèi)容的教師和學(xué)生來(lái)說(shuō)，都不失為極具價(jià)值的參考書。它還可以作為管理人員的藏書，以及那些有抱負(fù)的管理人員完善自己知識(shí)和技能的參考資料。

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圖書目錄

1Elementaryalgebra
Introduction
l.1Algebraicexpressionsandequations
l.2Theadditionandsubtractionofalgebraicforms
1.3Productsofpositiveandnegativerealnumbers
l.4Expansionofbracketedterms
l.5Fractions
l.6Exponents
l.7Negativeexponents
1.8Cancellingoutterms
l.9Theorderandhierarchyofoperations
1.10Factorization
1.l1Degreeofanexpression
l.12Perfectsquares
l.l3Applications
Additionalexamples
2Solvingequations
Introduction
2.1Drawinggraphs
2.2Straight-lineorlinearfunctions
2.3Quadraticfunctions
2.4Cubicfunctions
2.5Algebraicsolutionofequations
2.6Equationsinvolvingfractions

2.7Quadraticequations
2.8Formulaforsolvingquadraticequations
2.9Solutionofcubicequahons
2.l0Applications
Additionalexamples
3Simultaneousequationsandinequalities
Introduction
3.lSimpleequationswithonevariable
3.2Pairsofequations
3.3Usingasetofequationsasamodel
3.4Setsofthreeormoreequations
3.5Independentanddependentequations
3.6Linearandnon-linearequations
3.7Inequalities
3.8Simultaneousinequalities
3.9Applicationsofinequalities
Additionalexamples
4Series
Introduction
4.lArithmeticprogression(AP)
4.2Thesigmanotationforsummation
4.3SumoftermsofanAP
4.4Geometricprogression(GP)
4.5SumoftermsofaGP
4.6NotahonfOrintErestcalculations
4.7Compoundinterest
Additionalexamples
5Logarithmsandexponentials
Inttoduction
5.lLogarithmsandexponents
5.2Howlogarithmswork
5.3Rulesforcombininglogarithms
5.4Theexponentialfunctionandcontinuous
compounding
5.5Nominalinterestratesandeffectiveinterestrates
5.6Negativegrowth
5.7Application
Additionalexamples

6Matrices
Introduction
6.1Matrixnotation
6.2Equality,additionandsubtractionofmatrices
6.3Multiplicationofmatrices
6.4Transposingmatrices
6.5Matrixformulationofsimultaneousequations
6.6Theidentitymatrixandtheinverse
6.7Determinants
6.8Theinverseofa2x2matrix
6.9Summary
Additionalexamples
7Differentiation
Introduchon
7.lTheslopeofastraightline
7.2Findingtheequationofastraightline
7.3Anumericalmethodforfindingtheslopeofacurve
7.4Thegeneralmethodofdifferentiation
7.5Rulesforderivatives
7.6Thederivativeoftheredprocalofafunction
Additionalexamples
8Moreaboutdifferentiation
Introduction
8.1Thesecondandhigherderivatives
8.2Alternativenotationforthederivative
8.3Makimaandminima
8.4Pointsofinflexion
8.5Thefunctionofafunctionrule
8.6Theproductrule
8.7Mixingthefunctionofafunctionandproductrules
8.8Differentiatingexpressionscontainingfractions
8.9Continuousfunctions
8.l0Partialderivatives
Additionalexamples

9Integration
Introduction
9.lIntegrationasthereverseofdifferentiation
9.2Rulesforintegration
9.3Thedefiniteintegral
9.4Theintegralastheareabetweenthecurve
andthex-axis
9.5Ageneralremarkonintegrationanddifferentiation
Additionalexamples
10Theapplicationofmathematics
l0.lMathematicalstyle
l0i2Tacklingmathematicalexaminationquestions
10.3Formulatingreal-lifeproblems
10.4Sovingreal-lifeproblems
AppendixTheGreekalphabet
Solutionstoadditionalexamples
Index