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- For each function, find a power series centered at the given point and its interval of convergence.\dfrac{3}{4 - x^3}, centered at 0\dfrac{1}{4 + 9x^2}, centered at 0\dfrac{5}{3 - 2x}, centered at 1
- Let $f
- Let $f
- Let $f
- Define $g
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Representing functions as power series: the lesson ›More Chapter 6 worksheets: Power series and Taylor series
- 6.1Taylor polynomials
- 6.2Power series and the interval of convergence
- 6.3Representing functions as power series
- 6.4The common Maclaurin series
- 6.5The Taylor remainder and the Lagrange error bound
- 6.6The binomial series
- 6.7Using series to evaluate limits and integrals