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Let z (1),z (2) and z (3) be non-zero complex numbers satisfying z^(2)=bar(iz), where i=sqrt(-1)...
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Find all complex number z satisfying `bar z+1=iz^2 + |z|^2`.
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Q52- Let S be the set of all complex numbers z satisfying |z-2+i|≥√5If the complex number z0 is such
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If z and w are two non zero complex numbers such that |zw|=1
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Identify the incorrect statement. (a) no non-zero complex number z satisfies the equation, `b
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If \( z \) and \( \omega \) are two non-zero complex numbers such that \( |z \omega|=1 \), and \...
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If z and ω are two nonzero complex numbers such that z=ω and argz + argω =π , then z= #IIT JEE
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Number of Complex numbers z satisfying `z^3 =bar z` is
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complex no. satisfying given equation
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Let \( z {1} \) and \( z {2} \) be any two non-zero complex numbers...
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