## Dionysium Show

What we learned: The Dionysium Show is a quarterly evening entertainment variety program in the style of a club devoted to intellectual topics that takes place in a movie theater that serves food and drink. Challenge was to do meaningful math engaging both individuals and the group who are in a theater sitting in the dark, unable to write notes

## Kickoff to Summer in Minnesota

The Minnesota State Fair puts on an event to celebrate the beginning of summer (Kickoff to Summer) each Memorial Day weekend, and for the first time this year, MathHappens was on the scene. We brought Geometiles and an instant camera in order to build a 3D Shape Museum. We brought multi-colored spheres and frames for building pyramids and other shapes.

## Family Math Expo

We were invited to the Washington, D.C. Family Math Expo earlier this month. While we can’t travel everywhere and attend every math event (although we do admit that would be a ton of fun!), this seemed like a great opportunity to… Support some excellent work going on in a large and important school district, Play math with a large number

## A Circle Toy

Here’s a fun little toy. It’s useful for building an argument about the area of a circle. Let’s say you know that π (pi) is the ratio of the circumference of a circle to its diameter. Then, because the diameter is twice the radius, you know the circumference is 2π r. Usually this argument proceeds by drawing pictures. It turns

## Playing Math at the NCTM Regional in Seattle

We were invited, along with the Seattle Universal Math Museum (SUMM) to host a play space at NCTM’s Regional Conference in Seattle that took place earlier this month. The whole team organized materials, and then Matt Hertel and I met in Seattle ready to play math! Due to the nature of the space, and fire codes and whatnot, we had

## Curve Stitching Parabolas

Does this method of curve stitching make a parabola, or just something that looks kind of parabola-ish? Geometrically, a parabola is the set of points in the plane that are equidistant from a point (the focus) and a line (the directrix). The parabola whose focus is the point (0,1), and whose directrix is y= -1 is algebraically defined as y=¼

## Curry Triangle Paradox

Here’s the rap. Me: Can we do a little math together? You: Sure! Me: Here’s a triangle, right? You: Yes. Me: OK. You hold these pieces; I’m gonna swap these, and your job is to fill in the empty space to make the same triangle a different way. … Eventually (anywhere from 10 seconds to 2 minutes later) Us: Oh

## Mecklenburg County, NC: Parks and Recreation

What we learned: Mecklenburg County Environmental Education Manager Alice Chambers liked the materials she saw on a visit with colleagues at the Austin Nature and Science Center. She and her staff are interested in presenting mathematics concepts as part of their new STEM initiative. They would like to offer more and they are interested in collaborating with us by testing