# Conjugates Calculator

The conjugate refers to the change in the sign in the middle of the binomials. For example, the conjugate of X+Y is X-Y, where X and Y are real numbers. In case of complex numbers which involves a real and an imaginary number, it is referred to as complex conjugate. For example, the complex conjugate of X+Yi is X-Yi, where X is a real number and Y is an imaginary number. Use this online algebraic conjugates calculator to calculate complex conjugate of any real and imaginary numbers.

## Calculate Complex Conjugate of Real and Imaginary Numbers

The conjugate refers to the change in the sign in the middle of the binomials. For example, the conjugate of X+Y is X-Y, where X and Y are real numbers. In case of complex numbers which involves a real and an imaginary number, it is referred to as complex conjugate. For example, the complex conjugate of X+Yi is X-Yi, where X is a real number and Y is an imaginary number. Use this online algebraic conjugates calculator to calculate complex conjugate of any real and imaginary numbers.

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#### Formula:

z = a + bi = a - bi

**Where,**
a - Real Part of z
b - Imaginary Part of z
### Example:

The complex conjugate of 3 + 8i is 3 - 8i