Multiple choice This equation $(x-5)^{11}+(x-5^{2})^{11}+....+(x-5^{11})^{11}=0$ has all the roots real one real and 10 imaginary roots real roots namely $x=5,5^{2}....,5^{9},5^{10},5^{11}$ none Reveal answer Fill a bubble to check yourself A Correct answer