Show that the term containing x3 does not exist in the expansion of
.
For
,
a=3x,
and n=8
We have a formula,
![]()
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To get coefficient of x3 we must have,
(x)8-2r = (x)3
• 8 - 2r = 3
• 2r = 5
• r = 2.5
As
is not possible
Therefore, the term containing x3 does not exist in the expansion of ![]()
Couldn't generate an explanation.
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