The solution set of the equation tan(πtanx)=cot(πcotx) is
{ 0}
π/4
ϕ
none of these
tan(πtanx)=tan(π/2−πcotx)
⇒ πtanx=π/2−πcotx⇒tanx+cotx=1/2⇒ 2tan2x−tanx+2=0⇒ tanx=1+1−164
which does not give real values of tan x.