Conjugate Complex Numbers

Representation OF Complex Number in Argand Plane|| Addition Subtraction Multiplication OF Complex Numbers|| Conjugate OF Complex Number

Problems based on Properties of Modulus| Argument and Conjugate of Complex numbers

If z^(1),z^(2) and z^(3),z^(4) are two pairs of conjugate complex number, then find arg 2((z_(1))/(z_(4)))+ ((z_(2))/(z_(3))).

Algebra OF complex number|| Conjugate OF complex number || Square root OF complex number

Conjugate Of A Complex Number|Argument Of A Complex Number|OMR

Representation OF complex number in argand plane || Addition , Subtraction and multiplication OF complex numbers || Conjugate OF complex number

OMR|Conjugate Of A Complex Number|Questions|Modulus Of A Complex Number|Propertis Of Modulus Of A Complex Number

OMR|Algebra Of Complex Number - Addition|Addition Of Complex Numbers Setifies The Following Properites|Algebra Of Complex Number - Multiplication|Properites Of Multiplication|Algebra Of Complex Number - Division|Identities In A Complex Numbers|Questions|Conjugate Of A Complex Number

Conjugate of complex number 1+2i is (i)-1-2i(ii)-1+2i (iii) 1-2i (iv) 1-i

If the conjugate of a complex numbers is 1/(i-1) , where i=sqrt(-1) . Then, the complex number is