A,B,D )
in D, for the given range |tanx|<1 hence the result will be zero
lim (n→∞) tan2nx is equal to
A) 1 if x = 2nπ + π/4
B) 1 if x = nπ + π/4
C) 0 if x ≠nπ + π/4
D) 0 if nπ - π/4 < x < nπ + π/4
There may be more than one option correct
i think answer should be a and b bcoz its in that range only and the fact that tan is a increasing function so anything x<30 will not give it as 0
A,B,D )
in D, for the given range |tanx|<1 hence the result will be zero