0 As has been pointed out in the comments, the conjugate of a polynomial has different meanings, depending on the context.

Apr 9, 2023 · Likewise, the process of rationalizing a denominator (or numerator) often involves "multiplying by the conjugate" (to exploit the difference-of-squares factorization in reverse). …

Conjugate of exponential imaginary number Ask Question Asked 13 years, 3 months ago Modified 11 years, 11 months ago

Oct 17, 2019 · The word "conjugate" is overloaded. There are different meanings in different contexts. One consistent pattern is that the conjugate of the conjugate is the thing you started …

Jul 30, 2018 · I'm slightly confused on the subject of conjugates and how to define them. I know that for a complex number $ a - bi $ the conjugate is $ a + bi $ and similarly for $ 1 + \\sqrt 2 $ …

I am bad at math and am having an extremely hard time trying to understand the conjugate of a function. I am not sure why the dotted line is the conjugate function.

Jul 29, 2016 · Yes, maybe change the question to "Geometric intuition of conjugate function" or something similar.

I currently have $$\lim_ {h\to 0}\frac {\sqrt [3] {h+1}-1} {h}$$ Now, I know that when you have square root instead of a cubic root it's easy. You just multiply by the conjugate and simplify …

@Karlo, Essentially that is because integral is 'sum of infinitesimals' so that we can distribute conjugate to each summand. Of course, the precise justification depends on how we define …

Eigenvalues and determinant of conjugate, transpose and hermitian of a complex matrix. Ask Question Asked 13 years ago Modified 11 years, 7 months ago