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Mathematics
Calculus
Why is Big-O about how rapidly the Taylor graph approaches that of f(x)?
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[QUOTE="mcastillo356, post: 6636398, member: 506793"] Hi, PF, [USER=415692]@pasmith[/USER]: I've been studying, trying to understand your post, and I don´t know if I am right: [USER=415692]@pasmith[/USER] , your post is about Taylor's Theorem with Cauchy's Remainder? [URL]https://tartarus.org/gareth/maths/Analysis_1/Taylors_Theorem.pdf[/URL] If so, I would like to ask: why is the key to understand this thread's question? I think that I am bitting off more than I can chew, I mean I'm full of doubts. My decission is to look for a math teacher, here where I live at. It is the wiser option. But the main question is: Is it Taylor's Theorem with Cauchy's Remainder? Thanks. Excuse my poor English:smile: [/QUOTE]
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Calculus
Why is Big-O about how rapidly the Taylor graph approaches that of f(x)?
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