# Tricky Transposition 2!

## [A] = any specific square matrix

__Examples:__

## Notice the transposition of the numbers in the matrix cells. Whether you square 1st & transpose 2nd, or transpose 1st & square 2nd, you'll get the same result!

In case you forgot:

The **T** tells you to transpose a matrix. The only cells that remain unchanged are the ones on the diagonal.

### Note: Squaring a single-cell 1-by-1 matrix will simply square the number inside! That's a premise.

## Reconsidering the function at the top of the Web page, if you change the exponent, the statement remains true!

(*x* must be a *whole* number!)

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© Derek Cumberbatch