Loose Parts by Dave Blazek for September 08, 2022

But they’re very able.

What a square bunch.

Pythagoras would agree

We need to get to the root of the problem…

“Okay. We can all do either one. Which do you want?”

It’s the Pythagoras Company’s theorem.

He’s got a radical idea…

As long as all things are equal.

Y?

I hate the numbers game….

“Today in gym we’re going to work on your Quads.

In Illinois it’s: Around here you are either part of the problem…or leave!

In chemistry class, you are either part of the solution, or part of the precipitate…

These solutions are all wet!

But when you sum it up, the answer is obvious

X is imaginary and unknown.

Without an equals sign and at least one more operator (plus, minus, multiplication, or division), you can’t tell which they are.

They’re facing the world on their own terms.

In the end, they all squared off against him.

They were looking for X when I was in school. Apparently they still haven’t found it.

I’d comment, but I’m not really an exponent of math humor.

I wonder what their angle is.

Triangular logic