[" If "int(dx)/(x^(2008)+x)=(1)/(P)log((x^(4))/(1+x^(7)))+c," where "p,q,r in N," then sum "],[" of digits of "p+q+r=]

If int(dx)/(x^(2008)+x)=(-1)/(p)log((x^(q))/(1+x^(r)))+c where p ,q, r in N then sum of digits of p+q+r

Let int(dx)/(x^2008 +x)=(1)/(p)ln|(x^(q))/(1+x^(r))|+C , where "C" is a constant "p,q,r" in "N" and need not be distinct, then find the value of (p+q)/(r)

int (dx)/(x ^(2014)+x)=1/p ln ((x ^(q))/(1+ x ^(r)))+C where p,q r in N then the value of (p+q+r) equals (Where C is constant of integration)

int (dx)/(x ^(2014)+x)=1/p ln ((x ^(q))/(1+ x ^(r)))+C where p,q r in N then the value of (p+q+r) equals (Where C is constant of integration)

Let int dx/(x^(2008)+x) = 1/p In((x^(q))/(1+x^(r)))+C where p,q,r in N and need not be distinct, then the value of ((p+q)/r) equals

The value of int_(-2)^(2) { p log ((1+x)/(1-x))+ q log ((1-x)/(1+x))^(-2) +r} depends on the value of

int(px^(p+2q-1)-qx^(q-1))/(x^(2p+2q)+2x^(p+q)+1)dx

int_( Is )^( If )sin^(-(1)/(11))(x)*cos^(-(21)/(11))(x)dx=(p)/(20)tan^((9)/(r))x+c where p,q,r and c are constants,then p+q-r equals (where q and r are co-prime natural numbers)