A Text book of Engineering Mathematics sem-I (P.T.U.Jalandhar) By N.P.Bali, Usha Paul

A Text book of Engineering Mathematics sem-I (P.T.U.Jalandhar) By N.P.Bali, Usha Paul
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A Text book of Engineering Mathematics sem-I (P.T.U.Jalandhar) By N.P.Bali, Usha Paul

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Publisher: Laxmi Publications
ISBN: 9788131808078
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Preface
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xi xii
Syllabus
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xiii
Chapters
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Pages
PART A 1. DIFFERENTIAL CALCULUS
3 104
Section A Curve Tracing 1.1. Introduction 1.2. Concavity, Convexity, Point of Inflexion 1.3. Criteria for Concavity, Convexity and Inflexion 1.4. a Working Rule to Find Concavity and Convexity of a Curve in an Interval a, b b Working Rule to Find the Points of Inflexion 1.5. Increasing and Decreasing Function 1.6. Asymptotes 1.7. a Rule to Find Vertical Asymptotes b Rule to Find Horizontal Asymptotes 1.8. Find the Condition that a Line y mx c May be an Asymptote to the Curve y f x m and c both being Real 1.9. Find the Oblique Asymptotes of the Curve in General Form i.e., F x, y 0 1.10. Working Rule to Find Oblique Asymptotes 1.11. Asymptotes for Polar Curves 1.12. Multiple Points 1.13. Some Salient Features of the Curve Tracing 1.14. Parametric Curves 1.15. Working Rule to Trace a Parametric Curve 1.16. Working Rule to Trace a Curve in Polar Co-ordinates Review of the Chapter Short Answer Type Questions
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