Your a genius dude. honestly my professor is a complete moron and I know shes actually smart, but she has no idea how to teach and makes things a million times more complicated than it actually is. Your videos in ten minutes teach me more than i learn in a week.
I got quite confuse at the end, you seid "this improper integral converges, then the series obviously diverges" Please would you explain this tome. By the way how do I know if the integral result converges or diverges, let say values greater than cero means converge, and less than cero diverges.
ok what happens if your critical points come up after what your n equals. For example you have your critical points at plus and minus 2 (which is what you would get if you change the 1 in the function to a 4)?
Your a genius dude. honestly my professor is a complete moron and I know shes actually smart, but she has no idea how to teach and makes things a million times more complicated than it actually is. Your videos in ten minutes teach me more than i learn in a week.
lstsfc5 18 hours ago
I got quite confuse at the end, you seid "this improper integral converges, then the series obviously diverges" Please would you explain this tome. By the way how do I know if the integral result converges or diverges, let say values greater than cero means converge, and less than cero diverges.
victornapoleonable 3 months ago
ok what happens if your critical points come up after what your n equals. For example you have your critical points at plus and minus 2 (which is what you would get if you change the 1 in the function to a 4)?
levikilian 4 months ago
if you did that then the function would be increasing from 1 to 2 but then decreasing from 2 to infinity. Does that affect anything?
levikilian 4 months ago
At 9:57, you say that the improper integral converges when in fact it diverges ;)
Holicisum 9 months ago 13
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Holicisum 9 months ago