Long description: workbook16block4fig2

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A number line illustrates the interval of convergence for a power series, showing the series converges between the points \(x_0 - R\) and \(x_0 + R\).

Alt text: A number line illustrates the interval of convergence for a power series, showing the series converges between the points \(x_0 - R\) and \(x_0 + R\).

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  • The image displays a horizontal number line labeled with the variable \(x\).
  • The number line indicates an interval bounded by \(x_0 - R\) on the left and \(x_0 + R\) on the right.
  • The segment between \(x_0 - R\) and \(x_0 + R\) is shaded gray, indicating the interval where the power series converges.
  • To the left of the interval, the region is labeled

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