'Power series converges' presentation slideshows

Chapter 6 Series Solutions of Linear Equations

Chapter 6 Series Solutions of Linear Equations. Outline. Using power series to solve a differential equation. First, we should decide the point we choose to be the expanding point that is ordinary or not.

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Bruce Mayer, PE Licensed Electrical & Mechanical Engineer BMayer@ChabotCollege

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Example

Example. Ex . For what values of x is the power series convergent? Sol . By ratio test, the power series absolutely converges when and diverges when When we easily see that it diverges when x =4 and converges when x =1. Thus

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AP Calculus BC Monday, 14 April 2014

AP Calculus BC Monday, 14 April 2014. OBJECTIVE TSW (1) find a geometric power series that represents a function, and (2) Construct a power series using series operations. Calendars are not ready yet. ASSIGNMENTS DUE WEDNESDAY (write these down) Sec. 9.7 Sec. 9.8

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Section 6: Power Series & the Ratio Test

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