Taylor Series of ln(x) at x = 2, calculus 2 tutorial

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Taylor Series of ln(x) at x = 2, problem from James Stewart calculus.

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#blackpenredpen #math #calculus #apcalculus
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when an asian who speak engslish is more understandable than the proffesor who speak your native language.
good job man

jumpstyler
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Thank you so much! This was explained so much clearer than how my professor explained it!

Calcifer
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Wow you made this question so easy, thank you so much! Honestly I couldn't have survived my cal course without this channel.

py
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Thank you so much! I'm a student from Poland and you explained it so clearly that non professor at my university!

bartibox
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Great, clear explanation!! Thank you so much! I know I'm gonna do well on my final now! Keep it coming!

svmafnas
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You make learning math enjoyable! Thanks so much, I hope you make lots of money through this channel!

____Paul____
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Thank you for this clear video that has answered most of my questions. Great job.

jessicaramer
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You have helped me so much, thank you.

kevinowens
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Thank you kindly! your explanation made it all incredibly clear.

carolinavendano
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No one properly explain what (x-2) represent. Is it a shift of the curve by 2 units to the right or we are taking derivative at x=2 on the original graph. Mechanically applying the formula is not important. Contrasting it to expanding (x+dx) is another confusing aspect of Taylor expansion.

Ivan-mpff
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THANK YOU MAN YOU DONT KNOW HOW YOU HELPED I LOVE YOU SO MUUCHH

patrick_tostes
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This is a new facial hair combo for me. Very exciting after so many videos!

blazegg
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where is the explanation about finding the radius of convergence?

borg
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Best video on Taylor series out there, holy

cetinz
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Thanks a log ( base e) for beautiful explanation . Dr Taylor Series .

dr.rahulgupta
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youre awesome I don't know how i haven't seen your vids before

jackearhart
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I search up t-series on wolfram alpha. Taylor series comes up.

mariomario-ihmn
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Thanks so much really helped me understand the concept

josephinemartin
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i m from india and i must say it was helpful

AnkitaKumari-ebhq
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Actually, the ratio test alone would make r=infinity

Bedoroski