TY  - BOOK
AU  - Bear,H.S.
TI  - Understanding calculus
SN  - 0471433071 (pbk.)
U1  - 515 
PY  - 2003///
CY  - Piscataway, N.J., Hoboken, N.J.
PB  - IEEE Press, Wiley-Interscience
KW  - Calculus
N1  - Author's message to the reader.  - Annotated table of contents.  - Acknowledgments.  - Ch.  1.  Lines.  - Ch.  2.  Parabolas, ellipses, hyperbolas.  - Ch.  3.  Differentiation.  - Ch.  4.  Differentiation formulas.  - Ch.  5.  The chain rule.  - Ch.  6.  Trigonometric functions.  - Ch.  7.  Exponential functions and logarithms.  - Ch.  8.  Inverse functions.  - Ch.  9.  Derivatives and graphs.  - Ch.  10.  Following the tangent line.  - Ch.  11.  The indefinite integral.  - Ch.  12.  The definite integral.  - Ch.  13.  Work, volume, and force.  - Ch.  14.  Parametric equations.  - Ch.  15.  Change of variable.  - Ch.  16.  Integrating rational functions.  - Ch.  17.  Integration by parts.  - Ch.  18.  Trigonometric integrals.  - Ch.  19.  Trigonometric substitution.  - Ch.  20.  Numerical integration.  - Ch.  21.  Limits at oo; sequences.  - Ch.  22.  Improper integrals.  - Ch.  23.  Series.  - Ch.  24.  Power series.  - Ch.  25.  Taylor polynomials.  - Ch.  26.  Taylor series.  - Ch.  27.  Separable differential equations.  - Ch.  28.  First-order linear equations.  - Ch.  29.  Homogeneous second-order linear equations. - Ch.  30.  Nonhomogeneous second-order equations.  - Ch.  31.  Vectors.  - Ch.  32.  The dot product.  - Ch.  33. Lines and planes in spaces.  Ch. 34.  Surfaces.  - Ch.  35.  Partial derivatives.  - Ch.  36.  Tangent plane and differential approximation.  - Ch.  37.  Chain rules.  - Ch.  38.  Gradient and directional derivatives.  - Ch.  39.  Maxima and minima.  - Ch.  40.  Double integrals.  - Ch.  41.  Line integrals.  - Ch.  42.  Green's theorem.  - Ch.  43.  Exact differentials.  - Answers.  - Index.  - About the author
ER  -