Taylor Series for f(x)=ln(x) Centered at x=1

preview_player
Показать описание
This is part of series of videos developed by Mathematics faculty at the North Carolina School of Science and Mathematics. This video explains the Taylor Series for f(x)=ln(x) Centered at x=1.

Tamar Avineri has a Ph.D in Math Education at NC State University and has taught a wide variety of mathematics courses at NCSSM, residentially, via video conference and online.

Help us caption & translate this video!

Рекомендации по теме
Комментарии
Автор

So, if you set the a variable (the center) at any number you want the radius of convergence is |x-a|<1?

marcbanfi
Автор

and there need a limit |x - 1| < 1. otherwise it won't converge. In normal case(the center is a), you need notice the first term is ln(A) and the converge condition is |(x-A)/A| < 1

rabbitlittle
Автор

Thanks !! How would I find the interval of convergence ???

ItsJalenQ
Автор

factorials in simplification at 3:05 ?

seanhallahan
Автор

bad... That is the Taylor polynomial, not its series.

CarlosFlores-bqwm