SOLUTION: the conjugate of sqare_root(2)-square_root(3) is: square_root(2)+square_root(3). But can it be: -sqare_root(2)-square

SOLUTION: the conjugate of sqare_root(2)-square_root(3) is: square_root(2)+square_root(3). But can it be: -sqare_root(2)-square_root(3)?

Question 6488: the conjugate of
sqare_root(2)-square_root(3) is:
square_root(2)+square_root(3).
But can it be:
-sqare_root(2)-square_root(3)?
Answer by longjonsilver(2297) (Show Source): You can put this solution on YOUR website!
conjugates are used in Complex Numbers --> your examples are not Complex.

Given the complex number a+bi, the conjugate is defined as a-bi, ie it has the same real part but the imaginary part has the opposite sign.

jon.

RELATED QUESTIONS
(sqare root 3) + 1 / (square root 3) - 1 would be equal to: -1 2 2 + square root 3 5... (answered by edjones)