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The MultiCam Graph-X-Cutter is a CNC digital cutting machine intended for the sign, banner, and wide-format digital printing industry.
I asked students to look through their graphing homework and then to go on the web and find 5 examples of line graphs, bar charts, and pie charts.
These examples come from my 2019-2020 class. We then defined quantitative and qualitative variable
Quantitative involves numbers that can be measured with some sort of scale. The size of the numbers is important, ie, 6 is greater than 5.
Qualitative just involves categories. The Air Force is not more than the State Department, they're just different.
We then circled all of our qualitative variables. We can see that:
Line Charts are good for graphing two quantitative variables
Bar Graphs are good for graphing one quantitative and one qualitative variable
Pie Charts only show one variable, but show how much of each value there is in a total amount.
China Graph, found an old school text book to fill up.
Blog Post: alekadzie.blogspot.com/2011/06/china-graph-old-high-schoo...
on my car's rear window...
Inspired by
{wyethhouse} and Wilson Bentley
Copyright SteveWilsonModernLight2010
Conception et Réalisation technique
panneaux explicatifs
création graphique
prise de vue et de mesure
Client : Office de Tourisme de Comines Belgique
- panneaux extérieur du réseau RAVEL
- panneaux intérieur/extérieur du Musée de la Brasserie
- panneaux parcours 14-18
steffix.com
- enseignes, totems extérieurs,
- bannières
- marquages de véhicule
- matériel de Salon Professionnel, stand, PLV, affiches
- stickers
In looking at the Collatz Conjecture, I wanted to see what it was actually doing, so I made a diagram/graph of sorts.
It's my own weird way of visualizing it, "from the bottom up." It's more of a specific visualization of the two rules of the conjecture than a perfect 'graph.'
Rather than doing arcs or whatever, I just use a vertical line to the next value on the vertical axis, and then connect to that value on the horizontal axis.
You'll notice that both above and below the horizontal axis are "positive." I could have put both 'n/2' and '3n+1' on the same 'positive/top' side of the horizontal axis, but I thought that would just make it that much more "busy," muddled, and harder to understand what's going on. So, I put 3n+1 transformations on the top, and n/2 transformations on the bottom.
Then I decided to highlight powers of 2 in red (since, if you hit one of those, it's a straight shot down to 1), and prime numbers in green (just to see if anything interesting comes of it).
[Best viewed at "Original" resolution.]