Maybe not quite a peck.
Yet another installment from my fun with folding series.
I have a nice watering can with a long, straight spout. It’s good for watering tiny plants in hard-to-reach places.
It occurred to me that if I held the can so that the long spout were parallel to the ground, the water would probably come out in a parabolic path. The running water would have a horizontal velocity component, and the vertical component due to gravity would create the parabola
So I took some pictures.
And after playing around with Geogebra for a bit, I had my parabola!
This isn’t quite as pretty as this parabola in nature, but it’s more parabolic than these water spouts at the Detroit Airport.
As opposed to tiling the plane, here’s knitting the plane. Or, the fence.
As you can see, they’ve still got a ways to go!
And this isn’t the first example of mathematical knitting I’ve seen: check out this knitted Klein bottle!