24.Real Analysis:Rearrangement of terms of a Series- Dirichlet & Reimann Theorem|UPSC|Shivraj Gurjar

Rearrangement of terms of a series is taken up in this lecture. Dirichlet theorem for rearrangement of terms of a absolutely convergent and non-negative term series , and Reimann Theorem for rearrangement of terms of a conditionally convergent series are discussed at length. For already aired videos , please watch the below linked playlists:-
1. For Mechanics ,    • 1.Mechanics:Moment of Inertia Part-I|UPSC ...  

2.For Complex Analysis,    • Complex Analysis | Mathematics Optional fo...  

3.For Fluid Dynamics,    • Fluid Dynamics | Mathematics Optional for ...  

4.For Statics,    • Statics | Mathematics Optional for UPSC | ...  

5.For Dynamics,    • Dynamics | Mathematics Optional for UPSC |...  

6. For Curl, Divergence, Grad, Laplace, etc in Curvilinear System,    • Vector Analysis | Mathematics Optional for...  

7.For CSE Math 2020 Paper Solution,    • Civil Services Mains Mathematics Exam 2020...  

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