F(1-X)=1-F(X),當(dāng)x＝0,可得 F(1)=1-F(0)＝1
F(1-X)=1-F(X),當(dāng)x＝1/2,可得 F(1/2)=1-F(1/2) 可得F(1/2)=1/2
F(X/3)=1/2F(X),當(dāng)x＝1,可得 F(1/3)=1/2F(1),可得F(1/3)＝1/2
F(X/3)=1/2F(X),當(dāng)x＝1/2,可得 F(1/6)=1/2F(1/2),＝1/4
F(X/3)=1/2F(X),當(dāng)x＝1/3,可得 F(1/9)=1/2F(1/3),＝1/4
由在[0,1]上當(dāng)x1
函數(shù)f(x)的定義域為d,若對任意x1,x2屬于d,當(dāng)x1
函數(shù)f(x)的定義域為d,若對任意x1,x2屬于d,當(dāng)x1
數(shù)學(xué)人氣：493 ℃時間：2020-01-29 21:23:05
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