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Let ω=√3+i2 and P={ωn:n=1,2,3,...}. Further H1={z ϵ C; Re z>12} and H2={z ϵ C: Re z<−12}, where is the set of all complex numbers. If z1 ϵ p ∩ H1, z2 ϵ P ∩H2 and O represents the origin, then ∠z1Oz2= |
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Answer» Let ω=√3+i2 and P={ωn:n=1,2,3,...}. Further H1={z ϵ C; Re z>12} and H2={z ϵ C: Re z<−12}, where is the set of all complex numbers. If z1 ϵ p ∩ H1, z2 ϵ P ∩H2 and O represents the origin, then ∠z1Oz2= |
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