<Dl> <Dd> (x + y) z + (x + z) y + (y + z) x> 2 . (\ displaystyle (x + y) ^ (z) + (x + z) ^ (y) + (y + z) ^ (x)> 2 .) </Dd> </Dl> <Dd> (x + y) z + (x + z) y + (y + z) x> 2 . (\ displaystyle (x + y) ^ (z) + (x + z) ^ (y) + (y + z) ^ (x)> 2 .) </Dd> <Ul> <Li> For any real distinct numbers a and b, </Li> </Ul> <Li> For any real distinct numbers a and b, </Li>

The addition property of inequality states that if a b then a+c