[−1+√(−3)2]3n + [−1−√(−3)2]3n
0
1
2
3
Given complex numbers are cube roots of unity
The polynomial equations P1(x) = x3+x2+x+1 and P2(x) = x2−1 have how many zeroes in common?
If the function f(x) satisfies limx→1f(x)−2x2−1=π,then limx→1f(x)=