sqrt({)(ax+b)^(m)}

Differentiate : (i) (ax + b)^(m) , (ii) (3x+5)^(6) , (iii) sqrt(ax^(2) + 2bx + c)

Evaluate the following integrals. int (dx)/(sqrt(ax + b))

Evaluate the following integrals. int (dx)/(sqrt(ax + b))

int xf' (ax^(2)+b)sqrt(f(ax^(2)+b))dx=

The value of D^(n)(ax+b)^(m) is equal to

Evaluate : int(sqrt(ax)-(1)/(sqrt(ax)))^(2)dx

(l)/(sqrt(a)-sqrt(b))+(m)/(sqrt(b)-sqrt(c))+(n)/(sqrt(c)-sqrt(a))=0,(l)/(sqrt(a)+sqrt(b))+(m)/(sqrt(b)+sqrt(c))+(n)/(sqrt(c)+sqrt(a))=0 then show that (l)/((a-b)(c-sqrt(ab)))=(m)/((b-c)(a-sqrt(bc)))=(n)/((c-a)(b-sqrt(ac)))