class 11 Math Algebra Complex Numbers
For a non-zero complex number , let denote theprincipal argument with Then, whichof the following statement(s) is (are) FALSE?where (b) The function defined by for all , iscontinuous at all points of , where (c) For any two non-zero complex numbers and , is an integer multiple of (d) For any three given distinct complex numbers , and , the locus of the point satisfying the condition , lies on a straight line

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determinants
matrices
binomial theorem
complex numbers and quadratic equations
sequences and series
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determinants
matrices
binomial theorem
complex numbers and quadratic equations
sequences and series