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

i

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.

Code to add this calci to your website Expand embed code Minimize embed code

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



english Calculators and Converters

Ask a Question


Sitemap