Current location - Training Enrollment Network - Mathematics courses - Does the sum of two positive convergence series of a basic problem of advanced mathematics converge?
Does the sum of two positive convergence series of a basic problem of advanced mathematics converge?
Absolute convergence. If it is not a positive sequence, the conclusion is also valid.

The properties of series: ∑un convergence, ∑vn convergence, then ∑ (UN VN) also converges.

Further conclusion: A and B are two non-zero numbers. If Σ UN converges and Σ VN converges, then Σ (aun+bvn) also converges.

Related articles
  • How to write the class emblem activity plan of the third grade mathematical design?
  • Notes on American Mathematics
  • What are the similarities and differences between mathematical memory and analog oscilloscope?
  • How to understand the relationship between primary school mathematics knowledge points
  • The manuscript of simple mathematical operation in the fourth grade
  • How difficult is the math test in Shandong College Entrance Examination?
  • What is the college entrance examination in Meizhou?
  • 2022 National B Volume College Entrance Examination Mathematics Electronic Edition
  • How to describe the symmetry axis of each shape in language?
  • How to do a good job in reviewing papers in the lower stage of primary school

    • copyright 2024 Training Enrollment Network All rights reserved