If `int (1-(cotx)^(2012))/(tan x+(cotx)^(2013))dx=(1)/(k)ln |(f(x))^(k)+(g(x))^(k)|+c`, then `k

If the value int(1-(cot x)^(2008))/(tan x+(cot x)^(2009))dx=(1)/(k)ln|sin^(k)x+cos^(k)x|+c then find k.

If the value int(1-(cotx)^(2008))/(tanx+(cotx)^(2009))dx=1/k ln|sin^kx+cos^kx|+c ,then find k.

If the value int(1-(cotx)^(2008))/(tanx+(cotx)^(2009))dx=1/k ln|sin^kx+cos^kx|+c ,then find k.

If the value int(1-(cotx)^(2008))/(tanx+(cotx)^(2009))dx=1/k ln|sin^kx+cos^kx|+c ,then find k.

int(2x^(2)+a^(2))/(x^(2)(x^(2)+a^(2)))dx=(k)/(x)+(1)/(a)Tan^(-1)((x)/(a))+c then k

If int ("In"(cotx))/(sinx cos x) dx=(-1)/(k)"In"^(2)(cotx)+C (where C is a constant), then the value of k is :

If int ("In"(cotx))/(sinx cos x) dx=(-1)/(k)"In"^(2)(cotx)+C (where C is a constant), then the value of k is :

If int(sqrt(1+root(3)(x)))/(x^(2/3))dx=K(f(x))^(n/k)+C then

If int (x^(2)-a^(2))/(x^(2)+a^(2))dx=x+k "tan"^(-1)(x)/(a)+c then k=