A. 1
B. ω
C. ω2
D. ω3
If (cos 3α+i sin 3α)(cos 5β+i sin 5β)= cos θ+i sin θ then θ is
If x+iy= cis α cis β then the value of x2+y2 is
(x+y+z)(x+yω+zω2)(x+yω2+zω)=
If |z-1/z+a|=1 where Re(a)≠0 then the locus of z=x+iy is
The region represented by |z+a|+|z-a|<4a is
If a=2i+2j+k, a.b=14, axb=3i-j-8k then b=
(1/1+2ω)-(1/1+ω)+(1/2+ω)=
If ω is a complex cube root of unity then ( 1 - ω + ω2)6 + ( 1- ω2 + ω)6 =
(1+ω)(1+ω2) )(1+ω3)(1+ω4)(1+ω5) (1+ω6)...(1+ω3n)=
(a+bω+cω2)/(c+aω+bω2)=