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)?
please note that even if they are not comp
Algebra ->
Permutations
-> 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)?
please note that even if they are not comp
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Question 6558: 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)?
please note that even if they are not complex numbers ,
they are surds.
For surds conjugate of 2-square_root(3) is 2+square_root(3),
so why not -2-square_root(3)? Answer by longjonsilver(2297) (Show Source):
You can put this solution on YOUR website! i have looked on the web and not found much at all, however one pdf had an example where it multiplied by a "surd conjugate". Looking into this, it looks like has the conjugate . As for why...that is the definition of the conjugate. Simple as that.
As for the reason behind using a conjugate...it removes any irrational/surd parts, since is --> .
