The first term is very widely known to be $\frac{\pi^2}{6}$ while the second term is a pretty small value (to the order of $10^{-3}$, as verified by a calculator). Then, we can approximate that $$\frac{\pi^2}{6} -1 > \sum_{n=1}^{299} \frac{1...
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Obviously, this is avery long list.Either scroll down to find the type of function you want to learn more about, click a letter in the A-Z list below, or press Ctrl + F on your keyboard to search for specific types of functions. As an alternative, you can use the Google search box...
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Probability Density Function | Formula, Properties & Examples from Chapter 22 / Lesson 8 24K Learn to define a probability density function. Discover the probability density function formula. Learn how to find the probability density function. See examples. Related...
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In short, my goal is to find a way of overloading the sum operation that widens the radius of convergence of the Taylor series as far as possible while still agreeing with the function.Edit: I wanted to add that it might be useful in looking at this question to know that ...