8 min read
This study guide covers Taylor and Maclaurin series. It explains how to find the Taylor series representation of a function, including the general formula and the special case of Maclaurin series (centered at x = 0). Important Maclaurin series for common functions like eˣ, sin(x), cos(x), and 1/(1-x) are listed. Finally, the guide provides practice problems demonstrating how to find Taylor series representations and list specific terms for given functions and centers.
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Question 1 of 9
What is the center of a Maclaurin series? 🤔
x = 1
x = -1
x = 0
Any real number