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Chapter 9.4 discusses convergence tests for infinite series, including the Divergence Test, which states that if the limit of the terms does not equal zero, the series diverges. It also presents the Integral Test for series with positive terms and the convergence criteria for p-Series, indicating that it converges if p > 1 and diverges if 0 < p ≤ 1. Additional theorems outline relationships between convergent series and the effects of finite term deletions on convergence.

Author
jactionmycal
Language
EN