[" If "int sqrt((x)/(a^(3)-x^(3)))dx=g(x)+c" then "],[g(x)=]

int sqrt((x)/(a^(3)-x^(3))) dx = g(x) + c implies g(x) =

int sqrt(x(x^(3)+a^(3)))dx

int [(sqrt(x))/sqrt(a^(3)-x^(3))]dx=g(x)+c rArr g(x)=

int [(sqrt(x))/sqrt(a^(3)-x^(3))]dx=g(x)+c then g(x) is equal to

If int(dx)/(x^(1/3)+2)=g(x)+c then g(-1)-(1)/(2)

int(x sin x)/(cos^(5)x)dx=g(x)+c find g(x)

If int(x+1)/((x^(2)+4x+5)^(2))dx=f(x)+g(x)+c where f(0)= (-3)/(10) , g(-1)= (-pi)/(8) and c is any arbitrary constant, if value of f(1)+g(sqrt(3)-2)=-(1)/(5)-(pi)/(k) , then k: