Understanding calculus/ H.S. Bear.

By: Bear, H. SMaterial type: TextTextPublication details: Piscataway, NJ : Hoboken, N.J. : IEEE Press ; Wiley-Interscience, c2003Edition: 2nd edDescription: xvii, 301 p. : ill. ; 26 cmISBN: 0471433071Subject(s): CalculusDDC classification: 515
Contents:
Chapter 1: Lines. Chapter 2: Parabolas, Ellipses, Hyperbolas. Chapter 3: Differentiation. Chapter 4: Differentiation Formulas. Chapter 5: The Chain Rule. Chapter 6: Trigonometric Functions. Chapter 7: Exponential Functions and Logarithms. Chapter 8: Inverse Functions. Chapter 9: Derivatives and Graphs. Chapter 10: Following the Tangent Line.; Chapter 11: The Indefinite Integral. Chapter 12: The Definite Integral. Chapter 13: Work, Volume, and Force. Chapter 14: Parametric Equations. Chapter 15: Change of Variable. Chapter 16: Integrating Rational Functions. Chapter 17: Integrations by Parts. Chapter 18: Trigonometric Integrals. Chapter 19: Trigonometric Substitution. Chapter 20: Numerical Integration. Chapter 21: Limit At ∞; Sequences. Chapter 22: Improper Integrals. Chapter 23: Series. Chapter 24: Power Series. Chapter 25: Taylor Polynomials. Chapter 26: Taylor Series. Chapter 27: Separable Differential Equations. Chapter 28: First-Order Linear Equations. Chapter 29: Homogeneous Second-Order Linear Equations. Chapter 30: Nonhomogeneous Second-Order Equations. Chapter 31: Vectors. Chapter 32: The Dot Product. Chapter 33: Lines and Planes in Space. Chapter 34: Surfaces. Chapter 35: Partial Derivatives. Chapter 36: Tangent Plane and Differential Approximation. Chapter 37: Chain Rules. Chapter 38: Gradient and Directional Derivatives. Chapter 39: Maxima and Minima. Chapter 40: Double Integrals. Chapter 41: Line Integrals. Chapter 42: Green’s Theorem. Chapter 43: Exact Differentials.
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Holdings
Item type Current library Call number Status Date due Barcode Item holds
General Books General Books Central Library, Sikkim University
General Book Section 		515 BEA (Browse shelf(Opens below)) Available P19741
Total holds: 0

Chapter 1: Lines. Chapter 2: Parabolas, Ellipses, Hyperbolas. Chapter 3: Differentiation. Chapter 4: Differentiation Formulas. Chapter 5: The Chain Rule. Chapter 6: Trigonometric Functions. Chapter 7: Exponential Functions and Logarithms. Chapter 8: Inverse Functions. Chapter 9: Derivatives and Graphs. Chapter 10: Following the Tangent Line.; Chapter 11: The Indefinite Integral. Chapter 12: The Definite Integral. Chapter 13: Work, Volume, and Force. Chapter 14: Parametric Equations. Chapter 15: Change of Variable. Chapter 16: Integrating Rational Functions. Chapter 17: Integrations by Parts. Chapter 18: Trigonometric Integrals. Chapter 19: Trigonometric Substitution. Chapter 20: Numerical Integration. Chapter 21: Limit At ∞; Sequences. Chapter 22: Improper Integrals. Chapter 23: Series. Chapter 24: Power Series. Chapter 25: Taylor Polynomials. Chapter 26: Taylor Series. Chapter 27: Separable Differential Equations. Chapter 28: First-Order Linear Equations. Chapter 29: Homogeneous Second-Order Linear Equations. Chapter 30: Nonhomogeneous Second-Order Equations. Chapter 31: Vectors. Chapter 32: The Dot Product. Chapter 33: Lines and Planes in Space. Chapter 34: Surfaces. Chapter 35: Partial Derivatives. Chapter 36: Tangent Plane and Differential Approximation. Chapter 37: Chain Rules. Chapter 38: Gradient and Directional Derivatives. Chapter 39: Maxima and Minima. Chapter 40: Double Integrals. Chapter 41: Line Integrals. Chapter 42: Green’s Theorem. Chapter 43: Exact Differentials.

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