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Let f be a continuous function and "n" a positive integer. Show that if 0<= f(x) <=1 for all x (- [0,1] , then there exists at least one point c in [0,1] for which f(c) = c^n 抱歉 可以問一下好心人 是要把定義弄熟做這些show的題目才會好上手嘛 -- ※ 發信站: 批踢踢實業坊(ptt.cc) ◆ From: 219.91.104.243
youyouyou:應該是中間值定理巴? 61.229.60.165 07/27
WenSky:證明的題目不多 不過這些定理是必懂的 61.224.205.216 07/28
Dirichlet:0≦c^n≦1 61.219.178.217 07/28