1.

Match the statement in Column I with those in Column II. [Note : Here z takes values in the complex plane and Im z and Re z denote, respectively, the imagi- nary part and the real part of z]. {:(,Column -I, Column -II),((A),"The set of points z satisfying"|z-iz||=|z+i|z||,(P)" an ellipse with eccentricity"4/5),((B),"The set of points z satisfying"|z+4|+|z-4|=10" is contained in or equal to",(Q)"the set of points z satisfying "Im z = 0 ),((C),"If " |w|=2",then the set of points "z=w-1/w" is contained in or equal to",(R)"the set of points z satisfying "|Im z |ge1),(,,(S)"the set of points z satisfying "|Re z |le2),((D),"If" |w|=1",then the set of points"z=w+1/w" is contained in or equal to ",(T) " the set of points z satisfying"|z|le3):}

Answer»


ANSWER :A::B::C::D


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