21.07.2013 Views

uuauu 008 100210s2009 nyua fob 001 0 eng - McGraw-Hill ...

uuauu 008 100210s2009 nyua fob 001 0 eng - McGraw-Hill ...

uuauu 008 100210s2009 nyua fob 001 0 eng - McGraw-Hill ...

SHOW MORE
SHOW LESS

You also want an ePaper? Increase the reach of your titles

YUMPU automatically turns print PDFs into web optimized ePapers that Google loves.

700 1 $aMendelson, Elliott.<br />

700 1 $aAyres, Frank,$d1901-1994.$tSchaum's outline of theory and problems of differential and<br />

integral calculus.<br />

740 02$aLinear coordinate systems. Absolute value. Inequalities.<br />

740 02$aRectangular coordinate systems.<br />

740 02$aLines.<br />

740 02$aCircles.<br />

740 02$aEquations and their graphs.<br />

740 02$aFunctions.<br />

740 02$aLimits.<br />

740 02$aContinuity.<br />

740 02$aDerivative.<br />

740 02$aRules for differentiating functions.<br />

740 02$aImplicit differentiation.<br />

740 02$aTangent and normal lines.<br />

740 02$aLaw of the mean. Increasing and decreasing functions.<br />

740 02$aMaximum and minimum values.<br />

740 02$aCurve sketching. Concavity. Symmetry.<br />

740 02$aReview of trigonometry.<br />

740 02$aDifferentiation of trigonometric functions.<br />

740 02$aInverse trigonometric functions.<br />

740 02$aRectilinear and circular motion.<br />

740 02$aRelated rates.<br />

740 02$aDifferentials. Newton?s method.<br />

740 02$aAntiderivatives.<br />

740 02$aDefinite integral. Area under a curve.<br />

740 02$aFundamental theorem of calculus.<br />

740 02$aNatural logarithm.<br />

740 02$aH&#xFFFD;opital's rule.<br />

740 02$aExponential growth and decay.<br />

740 02$aApplications of integration I: area and arc l<strong>eng</strong>th.<br />

740 02$aApplications of integration II: volume.<br />

740 02$aTechniques of integration I: integration by parts.<br />

740 02$aTechniques of integration II: trigonometric integrands and trigonometric substitutions.<br />

740 02$aTechniques of integration III: integration by partial fractions.<br />

740 02$aTechniques of integration IV: miscellaneous substitutions.<br />

740 02$aImproper integrals.<br />

740 02$aApplications of integration III: area of a surface of revolution.<br />

740 02$aParametric representation of curves.<br />

740 02$aCurvature.<br />

740 02$aPlane vectors.<br />

740 02$aCurvilinear motion.<br />

740 02$aPolar coordinates.<br />

740 02$aInfinite sequences.<br />

740 02$aInfinite series.<br />

740 02$aSeries with positive terms. The integral test. Comparison tests.<br />

740 02$aAlternating series. Absolute and conditional convergence. The ratio test.<br />

740 02$aPower series.<br />

740 02$aTaylor and maclaurin series. Taylor's formula with remainder.<br />

740 02$aPartial derivatives.<br />

740 02$aTotal differential. Differentiability. Chain rules.<br />

740 02$aSpace vectors.<br />

740 02$aSurfaces and curves in space.<br />

740 02$aDirectional derivatives. Maximum and minimum values.<br />

740 02$aVector differentiation and integration.<br />

740 02$aDouble and iterated integrals.<br />

740 02$aCentroids and moments of inertia of plane areas.<br />

740 02$aDouble integration applied to volume under a surface and the area of a curved surface.<br />

740 02$aTriple integrals.<br />

740 02$aMasses of variable density.<br />

740 02$aDifferential equations of first and second order.<br />

740 02$aTrigonometric formulas.<br />

740 02$aGeometric formulas.<br />

830 0$a<strong>McGraw</strong>-<strong>Hill</strong>'s AccessEngineering.<br />

830 0$aSchaum's outline series.<br />

856 40$uhttp://access<strong>eng</strong>ineeringlibrary.com/browse/schaums-outline-of-calculus-fifthedition$zSubscription<br />

required

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!