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Concepts of Functions and Calculus

By: Material type: TextTextSeries: Tata McGraw-Hill's winning edge (WE) seriesPublication details: New Delhi Tata McGraw Hill Education 2009Description: 1 volume (various pagings) : illustrations ; 23 cmISBN:
  • 9780070080805
Subject(s): DDC classification:
  • 515 RAH-C
Summary: Table of contents PART I: DIFFERENTIATION 1. Fundamentals 2. Functions 3. Limits and Continuity 4. Differentiation and Differentiability 5. Fundamental Rules of Differentiation 6. Differentiation of Function of Functions 7. Differentiation of Implicit Functions 8. Differentiation of Inverse Functions 9. Parametric Functions 10.Logarithmic Differentiation 11.Miscellaneous Exercises on Differentiation 12.L`Hospital`s Rule 13.dy/dx as a Rate Measurer 14.Tangents and Normal 15.Maxima and Minima of a Function 16.Rolle`s and Lagrange`s Theorem PART II: INTEGRATION 1. Integration as the Inverse Process of Differentiation 2. Integration by Transformation 3. Integration by Substitution 4. Integration by Parts 5. Integration of Rational Functions 6. Integration of Standard Rational and Irrational Functions 7. Integration of Trigonometric Functions 8. Integration of Certain Irrational Expressions 9. Miscellaneous 10.Definite Integration 11.Integration as the Limit of a Sum 12.Area 13.Differential Equation 14.Applications of Differential Equations of First Order
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Item type Current library Home library Call number Status Date due Barcode
Book Book Dept. of Computational Biology and Bioinformatics Processing Center Dept. of Computational Biology and Bioinformatics 515 RAH-C (Browse shelf(Opens below)) Available DCB1204

Table of contents PART I: DIFFERENTIATION 1. Fundamentals 2. Functions 3. Limits and Continuity 4. Differentiation and Differentiability 5. Fundamental Rules of Differentiation 6. Differentiation of Function of Functions 7. Differentiation of Implicit Functions 8. Differentiation of Inverse Functions 9. Parametric Functions 10.Logarithmic Differentiation 11.Miscellaneous Exercises on Differentiation 12.L`Hospital`s Rule 13.dy/dx as a Rate Measurer 14.Tangents and Normal 15.Maxima and Minima of a Function 16.Rolle`s and Lagrange`s Theorem PART II: INTEGRATION 1. Integration as the Inverse Process of Differentiation 2. Integration by Transformation 3. Integration by Substitution 4. Integration by Parts 5. Integration of Rational Functions 6. Integration of Standard Rational and Irrational Functions 7. Integration of Trigonometric Functions 8. Integration of Certain Irrational Expressions 9. Miscellaneous 10.Definite Integration 11.Integration as the Limit of a Sum 12.Area 13.Differential Equation 14.Applications of Differential Equations of First Order

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