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| PAGE: 642 | SET: Exercises | PROBLEM: 1 |
The function is 
.
Find the transformation that relates 
to 
, use 
-substitution.
Substitute 
for 
in 
, equate the two functions and solve for .
.
Therefore, 
.
Replace 
with 
in 
yields
.
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 
is
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