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Eligibility Criteria For Admission For Medicine Course In NUS
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If Z1,z2 Are Two Complex Numbers Such That |z1-z2/z1+z2|=1 And Iz1=kz2,where K R Then Angle Between Z1-z2 And Z1+z2 Is
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Let Z Be A Complex Number Then The Equation Z4 + Z+2 =0 Cannot Have A Root Such That
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If Z1 And Z2 Are Two Complex Numbers Satisfying The Equation |z1+ Z2/z1-z2|=1 Then Z1/z2 Is A Number Which Is
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If 2z1/3z2 Is Purely Imaginary Number Then | Z1- Z2/z1+z2| =
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If (a + Ib)(c+id)(e+if)(g+ih) = A + IB, (a Sqr + B Sqr)(c Sqr + D Sqr)(e Sqr + F Sqr) (g Sqr + H Sqr) =
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If |z| = 4 And Arg Z = 5pie/ 6 , Then Z =
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If Z Be The Conjugate Of The Complex Number Z, Then Which Of The Following Relation Is False
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The Minimum Value Of | 2z-1 |+| 3z - 2| Is
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If Z1=1+2i And Z2 =3+5i,then Re(z2z1/z2) Is Equal To
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The Value Of | (1 + I Unroot 3) / (1 + 1/ (i + 1)sqr) | Is
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If ( 3+ I) Z =(3-i)z,then Complex Number Z Is
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The Modules And Amplitude Of (1+i3)8 Are Respictevely
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If The Conjugate Of ( X+ Iy)(1-2i) Be 1+i Then
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The Conjugate Of ( 2+ I)sqr / (3+i) , In The Form Of A+ Ib, Is
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Argument And Modulus Of 1+i/1- I Are Respectively
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The Argument Of The Complex Number(i/2-2/i) Is Equal To
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If Z Is A Complex Number Such That Re(z)= Img( Z) Then
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If A Complex Number Is In 3rd Quadrant ,then Its Conjugate Will Remain In .....quadrant
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If (3/2 + I (root 3 /2)) Pw 50 = 3 Pw 25 (x- Iy) (where X,y Are Real Number And I = Root (-1)), Then The Order Pair (x, Y) Is Given By
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The Solution Of The Equation | Z | - Z= 1+2i Is
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