A. y=x
B. y=7
C. x=7
D. y=0
(2+ω2+ω4)5
If (cos 3α + i sin 3α) (cos 5β+i sin 5β)=cos θ+i sin θ then θ is
(1-ω)(1-ω2) (1-ω4) (1-ω5)(1-ω7) )(1-ω8)=
If (a1+ib1)(a2+ib2)……(an+ibn)=A+iB,then (a12+b12) (a22+b22)……. (an2+bn2) =
The amplitude of 1+cos θ+ i sin θ is
If 3/(2+ cos θ+ i sin θ)= x+iy then (x-1)(x-3)=
Express 4+3i/(2+3i)(4-3i) in the form of x+iy
If a and b are numbers between 0 and 1 such that the points z1= a+i, z2= 1+bi and z3= 0 from an equilateral triangle then a,b are
i2+i-4+i-6+…(2n+1) terms
(1-ω+ω2)(1-ω2+ω4) (1-ω4+ω8) (1-ω8+ω16)=