Question

Please, Please help. Simplify each expression by rationalizing the denomination (2-√(3)) / (√(2) + √(6)). Show steps please.

Answer 1

multiplied by \[(\sqrt{2}-\sqrt{6})/\]

Answer 2

sorry typo, \[(\sqrt{2}-\sqrt{6})/(\sqrt{2}-\sqrt{6}) \]

Answer 3

the result will be \[(2\sqrt{2} - 2\sqrt{6} -\sqrt{6} + \sqrt{18})/2-6\]
\[= (5\sqrt{2}-3\sqrt{6})/(-4) = 3\sqrt{6}-5\sqrt{2}/4\]

Answer 4

\[(a \pm b)/(\sqrt{c}+\sqrt{d}) \]
to razionalize it, multiply it with
\[(\sqrt{c}-\sqrt{d})/(\sqrt{c}-\sqrt{d})\]

and if you have
\[(a \pm b)/(\sqrt{c}-\sqrt{d}) \]

to razionalize it, multiply it with
\[(\sqrt{c}+\sqrt{d})/(\sqrt{c}+\sqrt{d})\]

Answer 5

thank you

Answer 6

here your answer