EDB — 032

Exercises

1. [032] Show that if \(| A_ 1|≤ | A_ 2| \) and \(| B_ 1|≤ | B_ 2| \) then \(| A_ 1^{B_ 1}|≤ | A_ 2^{B_ 2}|\)

   Solution 1

   [033]↺↻