Using binomial theorem expand `(1+x/2-2/x)^4,\ x!=0.`

By using binomial theorem, expand: (1+x+x^2)^3

Using binomial theorem, expand (x+1/y)^(11)dot

Expand the following by binomial theorem: (x^2+2/x)^4, x!=0

Expand using Binomial Theorem (1+x/2-2/x)^4,x!=0.

Using binomial theorem expand (x^(2)+(1)/(x^(2)))^(4)

Expand the following by binomial theorem: (x^2+3/x)^5, x!=0

Using binomial theorem, expand [ ( x+y)^(5) + (x-y)^(5) ] and hence find the value of [ ( sqrt(3) + 1)^(5) - ( sqrt(3) - 1)^(5) ] .

Expand using binomial theorem: (i) (1-2x)^(4)

Using binomial theorem, evaluate : (101)^4

Using binomial theorem compute : (10. 1)^5