Currently, I'm doing some self studying on series, and I'm a bit confused regarding c (the value that the series is expanded about).(adsbygoogle = window.adsbygoogle || []).push({});

For example, does the Maclaurin series expansion of Sin(x) and the Taylor series of Sin(x) about c = 1 both converge to Sin(x)?

If so, what does the value of c do in this case? Can someone explain to me of its significance?

If they are not equal, does the Taylor series add up to Sin(x-1)? If this is the case, then what is the difference between a Taylor series of Sin(x) about c = 1 vs. a Maclaurin series of Sin(x-1)?

I'm really confused about this matter right now, and I hope I made my question clear.

Thank you guys in advance, and I'll be really grateful if someone can clear this up for me.

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# Confused about Taylor and Maclaurin Series

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