" (vi) "(sqrt(3x-5)-(1)/(sqrt(3x-5)))^(5)

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

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

Differentiate the following function : (i) (x^(2) - 5x + 6)(x-3) , (ii) (sqrt(x) + 1/(sqrt(x)))^(2) , (iii) (3x^(2) + 2x + 5)/(sqrt(x))

int(dx)/((sqrt(1-3x)-sqrt(5-3x)))

int(dx)/(sqrt(3x+5)-sqrt(3x+2))=

int dx/(sqrt(3x+5)-sqrt(3x+2)) =

sqrt(5x-4)+sqrt(3x+1)<3

sqrt(x-3)+sqrt(3x+4)=5

If P(x)=1/(sqrt(3x+1))[((1+sqrt(3x+1))/5)^(n)-((1-sqrt(3x+1))/5)^(n)] is a 5th degree polynomial, then value of n is