Correct option is (B) 6
\(\because\) Cyclicity of 6 is 1.
Thus, last digit of any natural number powers of 6 is 6.
Alternative :-
Last digit of \(6^2\) is 6. \((\because\) Last digit of \((6^2=36))\)
Last digit of \(6^3\) is 6. \((\because\) Last digit of \((6^3=216)\) is 6)
Here, we see that 6 to the power any natural numbers ends with 6.
Thus, we conclude that last digit of \(6^{50}\) is 6.