The function is
.
To find the transformation that relates
to
, use
-substitution.
Substitute
for
in
, equate the two functions and solve for
.



.
Therefore
.
Replace
with
in
.
.
The power series is
.
The series is converges for
.

.
The series converges for
.
Find the sixth partial sum of the series
.
The sixth partial sum of the series is
\
.

Graph :
\Graph the function
and sixth partial sum
.

for
.
Graph of the function
and sixth partial sum
.
