About this document
Exponential Inequalities in Mathematics by Aldenilo Vieira is a document available to read on EtoBox.
The document discusses exponential inequalities and the exponential function. It begins by proving that for any positive number a not equal to 1, and any three rational numbers x, y, z in descending order, the expression ax(y-z) + a(z-x) + a(x-y) is always greater than 0. It then explores how this inequality holds for different orderings of x, y, z, and as x, y, z approach irrational values. The document concludes that the exponential function ax is continuous for all real x values, and explores some proper
- Author
- Aldenilo Vieira
- Language
- EN