Knygos.lt nariams
Knygos.lt nariams
- Išsiųsime per 12–18 d.d.
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- Autorius: D D Sharma
- Leidėjas: Gullybaba Publishing House Pvt. Ltd.
- ISBN-10: 9382688463
- ISBN-13: 9789382688464
- Formatas: 14 x 21.6 x 2.1 cm, minkšti viršeliai
- Kalba: Anglų
Atsiliepimai
Aprašymas
MTE-09 Real Analysis
Topics Covered
Block 1 - Real Numbers and Functions
Unit 1 - Sets and Numbers
Unit 2 - Structure of Real Numbers
Unit 3 - Topology of the Real Line
Unit 4 - Real Functions
Block 2 - Sequences and Series
Unit 1 - Sequences
Unit 2 - Positive Term Series
Unit 3 - General Series
Block 3 - Limit and Continuity
Unit 1 - Limit of a Function
Unit 2 - Continuity
Unit 3 - Properties of Continuous Functions
Block 4 - Differentiability
Unit 1 - Derivatives
Unit 2 - Mean-Value Theorems
Unit 3 - Higher Order Derivatives
Block 5 - Integrability
Unit 1 - The Riemann Integration
Unit 2 - Integrability and Differentiability
Unit 3 - Sequences and Series of Functions
Question Papers (Total-24, Solved-9, Unsolved-15)
(1) June (2010-2021)
(2) December (2009-2019)
(3) February (2021)
- Autorius: D D Sharma
- Leidėjas: Gullybaba Publishing House Pvt. Ltd.
- ISBN-10: 9382688463
- ISBN-13: 9789382688464
- Formatas: 14 x 21.6 x 2.1 cm, minkšti viršeliai
- Kalba: Anglų
MTE-09 Real Analysis
Topics Covered
Block 1 - Real Numbers and Functions
Unit 1 - Sets and Numbers
Unit 2 - Structure of Real Numbers
Unit 3 - Topology of the Real Line
Unit 4 - Real Functions
Block 2 - Sequences and Series
Unit 1 - Sequences
Unit 2 - Positive Term Series
Unit 3 - General Series
Block 3 - Limit and Continuity
Unit 1 - Limit of a Function
Unit 2 - Continuity
Unit 3 - Properties of Continuous Functions
Block 4 - Differentiability
Unit 1 - Derivatives
Unit 2 - Mean-Value Theorems
Unit 3 - Higher Order Derivatives
Block 5 - Integrability
Unit 1 - The Riemann Integration
Unit 2 - Integrability and Differentiability
Unit 3 - Sequences and Series of Functions
Question Papers (Total-24, Solved-9, Unsolved-15)
(1) June (2010-2021)
(2) December (2009-2019)
(3) February (2021)
Atsiliepimai