Let z1, z2 and z3 be three complex numbers on the circle |z| = 1 wit

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Let z1,z2 and z3 be three complex numbers on the circle |z|=1 with arg⁡z1=-4,arg⁡z2=0 and arg⁡z3=4.

Let z1 , z2 , and z3 be three complex numbers on the circle |z| = 1 with arg(z1) = -π/4 , arg(z2)

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Let z1, z2 and z3 be three complex numbers on the circle |𝒛| = 1 with arg(z1) = (−𝝅)/𝟒 , arg(z2) = 0

If Z1,Z2,Z3 are any three distinct complex numbers such that |z1| = 1,|z2|=2,|z4|=4,argz2 = arzz1-Pi