Question 16
Prove that given seven real numbers, you can choose two, say $a$ and $b$, so that $$
\sqrt{3}|a-b|\lt |1+a b|
$$ give an example of six real numbers that do not meet this property.
\sqrt{3}|a-b|\lt |1+a b|
$$ give an example of six real numbers that do not meet this property.