int(dx)/((2x-x^(2))^(3)/2)=

I=int(dx)/((2a x+x^2)^(3/2))

int(dx)/((3-2x-x^(2)))=?

IfI=int(dx)/((2a x+x^2)^(3/2)) ,then I is equal to (a) -(x+a)/(sqrt(2a x+x^2))+c (b) -1/a(x+a)/(sqrt(2a x+x^2))+c (c) -1/(a^2)(x+a)/(sqrt(2a x+x^2))+c (d) -1/(a^3)(x+a)/(sqrt(2a x+x^3))+c

IfI=int(dx)/((2a x+x^2)^(3/2)) ,then I is equal to (a) -(x+a)/(sqrt(2a x+x^2))+c (b) -1/a(x+a)/(sqrt(2a x+x^2))+c (c) -1/(a^2)(x+a)/(sqrt(2a x+x^2))+c (d) -1/(a^3)(x+a)/(sqrt(2a x+x^3))+c

Evaluate int(dx)/(2x^(1/2)+x^(3/2))

int(dx)/((2x^(2)+x+3))=?

int(dx)/((3x^(2)-4x+2)^((3)/(2)))

Evaluate : int (dx)/((2x^(2)-5x+6)^((3)/(2))

" Q3: The value of integral "int_(1)^(2)(dx)/((x^(2)-2x+4)^(3/2))=(k)/(k+5)" ,then "k" is equal to "