Find the rerm independent of x in the expansion of (x-1/x)^12
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Answer:
(x2+x1)12=E
rth term is independent of x
So E⇒12C0(x2)12+....12C1(x2)12−1(x1)1+...12C8(x2)12−8(x1)8+....12C12(x2)0(x1)12
So, 9th term ⇒12C8(x2)4(x1)8
⇒12C
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