When t is an even positive integer, the inequality holds for all real numbers x, y and z.

So how do we determine if this inequality holds?

For values of , inequalities in the other direction also hold.

For greater values of n the inequality does not hold and the strict lower bound is with .

The result follows once it is shown that the inequality also holds in the interior of the strip.

In mathematics, an inequation is a statement that an inequality holds between two values.

Thus, if then so that the inequality holds in that case.

The first inequality holds for all x 599 and the second one for x 355991.

If all numbers are zero, the inequality holds with equality.

Equilibrium w and M will increase so long as inequality (27) holds.