**Definition :** Let be a complex number, its complex conjugate is .

The conjugate of a complex number is created simply by multiplying the imaginary term by. The conjugate can be used to find the magnitude of its complex number by multiplying them together. For example, the conjugate of is . By multiplying which is the magnitude of . If is a complex number its conjugate is represented as .

**LaTex code :** \bar{z}

**See Also :** Imaginary Numbers, Complex Numbers, Real Part, Imaginary Part