In maths, Conjugates are defined as a pair of binomials with identical terms but parting opposite arithmetic operators in the middle of these similar terms. A few more examples of pairs of

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The conjugate is: 1 - √3 Given: x + bi The conjugate is: x - bi In algebra, conjugates are usually associated with the difference of squares formula. The difference of squares formula states

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A complex conjugate is a complex number whose square root is equal to its conjugate. A complex number is a number that has two parts, the real part and the imaginary part. A square

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Important Notes on Conjugate in Math: If z = x + √y and its conjugate is ¯z z ¯ = x - √y, then z + ¯z z ¯ = 2x and x - ¯z z ¯ = 2√y. If z = x + iy and its conjugate is ¯z z ¯ = x - iy, then z + ¯z z ¯ = 2x