((3)/(root(3)(x))+5sqrt(x))^(25)

Find the independent of x in ((3)/(root(3)(x)) + 5 sqrtx)^25

Find the term independent of x in ((3)/(root(3)(x)) + 5 sqrtx)^25

Simplify root(5)(x^(4)root(4)(x^(3)root(3)(x^(2)sqrt(x))))

Evaluate: int((1)/(root(3)(x)+root(4)(x))+(ln(1+root(6)(x))/(root(3)(x)+sqrt(x)))dx

Evaluate : x^(3)+3x-13, " if" x=root(3)(7+5sqrt(2))-(1)/(root(3)(7+5sqrt(2)))

Rationalise the denominator: (a) (1)/(root(3)(3) + root(3)(2)) , (b) (2)/(sqrt5 + sqrt3 + sqrt2) , (c) (x^(2))/(sqrt(x^(2) + y^(2)) - y) , (d) (1)/(sqrt6 + sqrt5 - sqrt11) (e) (sqrt(x + 2y) - sqrt(x -2y))/(sqrt(x + 2y) + sqrt(x - 2y)) , (f) (sqrt10 + sqrt5 - sqrt3)/(sqrt10 - sqrt5 + sqrt3)

If x=root(3)(7+5sqrt(2))-(1)/(root(3)(7+5sqrt(2))), then the value of x^(3)+3x-14 is equal to 1 b.0 c.2 d.4

If x=root(3)(7+5sqrt(2))-(1)/(root(3)(7+5sqrt(2))), then the value of x^(3)+3x-14 is equal to 1(b)0(c)2 (d) 4

If 3^(root(3)(x))+4^(root(3)(x))= 5^(root(3)(x)) then what is the value of x is? यदि 3^(root(3)(x))+4^(root(3)(x))= 5^(root(3)(x)) है तो x का मान क्या है?