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e^π>π^e

November 14, 2007 | No comments

e^π > π^e

——Fouad Nakhli

e^π>π^e

Five Means——and Their Means

November 12, 2007 | No comments

五种平均数

Five Means——and Their Means

The Harmonic Mean——Geometric Mean——Arithmetic Mean——Root Mean Square Inequality III

November 1, 2007 | No comments

四种平均数(3)

——RBN

the-harmonic-mean-…………-square-inequality-iii

The Harmonic Mean——Geometric Mean——Arithmetic Mean——Root Mean Square Inequality II

October 31, 2007 | No comments

四种平均数(2)

——Sidney H. Kung

the-harmonic-mean-…………-square-inequality-ii

The Harmonic Mean——Geometric Mean——Arithmetic Mean——Root Mean Square Inequality I

October 30, 2007 | No comments

四种平均数关系(1)

调和平均数小于几何平均数小于均值平均数小于平方平均数

——RBN

the-harmonic-mean-…………-square-inequality-i

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Recent Posts

  • e^π>π^e
  • Five Means——and Their Means
  • The Harmonic Mean——Geometric Mean——Arithmetic Mean——Root Mean Square Inequality III
  • The Harmonic Mean——Geometric Mean——Arithmetic Mean——Root Mean Square Inequality II
  • The Harmonic Mean——Geometric Mean——Arithmetic Mean——Root Mean Square Inequality I
  • Two Extremum Problems
  • The Arithmetic Mean—Geometric Mean Inequality III
  • The Arithmetic Mean—Geometric Mean Inequality II
  • The Arithmetic Mean—Geometric Mean Inequality I
  • ‘Trigonmetry, Calculus & Analytic Geometry’ pdf download
  • Area under an Arch of the Cycloid
  • The Reflection Property of the Parabola
  • The Graphs of f and f^(-1) are Reflections about the Line y=x
  • Integration by Parts
  • The Midpoint Rule is Better than the Trapezoidal Rule for Concave Functions

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