俄罗斯一道竞赛题中的不等式，曾被推广为现再推广为：对任何非负实数x、y，整数m、p，成立不等式证明：不妨设则可命当t=0时，不等式显然．当t＞0时，由上面展开式时不等式成为因故成立．（3）时，由（1），俄赛题中一个不等式的推广@时念斌$新疆昌吉州二中 The inequalities in Russia’s competition contest have been promoted to be further promoted as follows: for any non-negative real numbers x, y, integers m, p, inequality is established to prove: May be set to be fatal When t=0, the inequality is obvious. When t>0, the inequality from the above expansion is established for some reason. (3) When, by (1), promotion of an inequality in the Russian game title @ Shi Nianbin $ Changji, Xinjiang, China