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The sixth term is
.
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To find the sixth term of the expansion of
, we can use the binomial theorem, which states that the
-th term of the expansion of
is given by:
In this case,
,
, and
. To find the sixth term, we set
.
Thus, the sixth term is:
Calculating each part:
Putting it all together:
Therefore, the sixth term of the expansion of
is
.