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Convergence & Divergence - Geometric Series, Telescoping Series, Harmonic Series, Divergence Test
Methods of Solving Sequence and Series Problems
Chapter 2. Sequences and Series. Consider the infinite series. Chapter 6. Sequences and Series of.
Published by Scitech Pub Seller Rating:. About this Item: Scitech Pub, Contents 1 Sequences and series 2 Differential calculus and applications 3 Applications of integration 4 Differential equations 5 Laplace transform 6 Vector calculus This book is designed to meet the latest syllabus requirements of JNTU curriculum Standard topics such as sequences and series differential calculus and applications applications of integration differential equations laplace transform and vector calculus are covered in detail This book is developed as per the latest JNTU Syllabus Salient features Written aiming coverage of syllabus of Engineering Mathematics-I of JNTU Each chapter contains numerous worked out examples along with number of exercise problems pp. Seller Inventory More information about this seller Contact this seller 1.
Series. Definition of convergence. Geometric series. 41 . textbook, I will usually write (an) if I want to speak of the sequence as a whole.
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Unit II Sub tangent and subnormal Polar coordinates angle between the tangents -slope of the tangent Angle of intersection of two curves polar sub tangent and polar subnormal Length of arc Asymptotes. Unit III Envelopes curvature circle, radius and centre of curvature Evolutes radius of curvature in polar co-ordinates polar equations. Expansions of sin and cos in ascending powers of Expansions of Sinn and casn interns of multiple angles. Text Books 1. Calculus Vol.