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In Calculus 2, determining the radius and interval of convergence of a power series is crucial. This involves applying various convergence tests, such as the Ratio Test or the Root Test, to assess when the series converges. The radius of convergence is found by evaluating the limiting behavior of the coefficients, while the interval of convergence includes all x-values for which the series converges. Choosing the appropriate test depends on the specific form of the series. The concepts are relevant to students preparing for exams like EMSAT in mathematics.

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