(sqrt(x^(-3)))^(5)

In the expansion of (x+sqrt(x^(3)-1))^(5)+(x-sqrt(x^(3)-1))^(5) the sum of coefficients of all terms having odd exponent is ……….

The sum of the coefficients of all odd degree terms in the expansion of (x+sqrt(x^(3)-1))^(5)+(x-sqrt(x^(3)-1))^(5), (xgt1) is :

y=(sqrt(3x-5)-(1)/(sqrt(3x-5)))^(5)

Find the derivatives of the following : G(x)=(sqrt(2)x^(3)+x^(5))(sqrt(3)x^(2)+1/5x^(5))

Differentiate the following w.r.t. x: (sqrt(3x-5)- 1/(sqrt(3x-5)))^5

Prove that: (sqrt(3x5^(-3))-:3^(-1)3sqrt(5))x3x5^(6)6=(3)/(5)

(x+sqrt(x^3-1))^5+(x-sqrt(x^3-1))^5 is a polynomial of degree