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Absolute and Conditional Convergence - Calculus 2
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In this vídeo, you will learn about Absolute and Conditional Convergence.
Absolute convergence is important for the study of infinite series because its definition is strong enough to have properties of finite sums that not all convergent series possess, e.g. the absolute convergence of a series gives you the guarantee that it converges even after rearranging its terms. You will learn that a convergent series that is not absolutely convergent is called conditionally convergent.
Absolute convergence is important for the study of infinite series because its definition is strong enough to have properties of finite sums that not all convergent series possess, e.g. the absolute convergence of a series gives you the guarantee that it converges even after rearranging its terms. You will learn that a convergent series that is not absolutely convergent is called conditionally convergent.