Find the Taylor series for $ln(x)$ centred at $1$ from its definition $($without manipulating a

known Taylor series$).$ Consider all steps of your calculations. Which of the following did you

calculate?

Select one:

a$.$ The $n-$th derivative of $ln(x-1)$ for all integers $n1.$

b$.$ The $n-$th derivative of $ln(x+1)$ for all integers $n1.$

c$.$ The $n-$th derivative of $ln(x)$ for all integers $n1.$ Find the Taylor series for ln$($x$)$

centred at $1$

from its definition $($without manipulating a known Taylor series$).$ Consider all steps of your calculations. Which of the following did you calculate?

Question $8$Select one:

a$.$

The n

$-$th derivative of ln$($x$1)$

for all integers n$>=1$

$.$

b$.$

The n

$-$th derivative of ln$($x$+1)$

for all integers n$>=1$

$.$

c$.$

The n

$-$th derivative of ln$($x$)$

for all integers n$>=1$

$.$