middle term of expansion of (x+1/x)^20
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Answer:
184756(x10)
Step-by-step explanation:
According to binomial theorem
(a+x)n=∑m=0n(nm)an−mxm
Replacing a with 1 and n with 20
(1+x)20=∑m=020(20m)xm
For middle term m = 10
∴middle term=(2010)x10
=20!10!×(20−10)!(x10)=20!(10!)2(x10)
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