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Amanda Riske

Doctoral Candidate
Arizona State University
Elementary (9 to 12 years old), Middle School (13 to 15 years old), High School (16 to 18 years old), Adults, Post-Secondary
Teacher/Educator, Researcher
Mathematics

Amanda Riske's collections

 

What is data?

<p>This activity is designed for educators that teach statistics but can be used with middle school or high school students due to the content. <br>The activity will ask participants to consider the question "what is data?" The collection looks at typical and historical notions of data, in addition to how artist use data in their work. Hopefully, the participants will come away with the realization that data can be many things but the context, ethics involved are important considerations. </p>
Amanda Riske
24
 

Visual Data and Contexts: Camilo José Vergara

<p>A collection of Camilo José Vergara's work 65 East 125th Street, Harlem.</p>
Amanda Riske
18
 

Unpacking Sol LeWitt’s Open Cubes

<p>Students will analyze Sol LeWitt's variations of the open cube to apply their knowledge of drawing cubes using isometric paper and nets of cubes. Students will extend their knowledge of surface area while observing LeWitt's Cube without a cube and make a generalization for two formulas.</p> <p>This is an activity for a grade 6 or 7 geometry class. Prerequisite knowledge: volume, surface area and nets of cubes. </p> <p>Students can do the work in groups of 2-3 there are sections for thinking routines and prompts for students to upload photos of their work. </p>
Amanda Riske
8
 

HW Caught in the Folds MTE281

<p>Students will look at geometry in origami as an inspiration to art, design, and innovations in science.<br></p> <p>This is a follow-up take-home assignment from using selected Issey Miyake’s fashion designs and connections to origami this Learning Lab Collection will highlight artworks that are designed in two-dimensional (2D) and three-dimensional (3D) forms, how to plan/engineer for complexity, and how combinations make a difference in the end product.</p> <p></p> <table><tr><td><p>Description </p></td><td><p>Student Instructions </p></td><td><p>Teacher Notes</p></td></tr><tr><td><p>Slide 1: Collections in Motion: Folding Miyake Tank </p></td><td><p>Watch the video, then answer the questions in the quiz</p></td><td spellcheck="false"><p>Encourage students to watch the video more than once. </p></td></tr><tr><td><p>Slide 2: 2D paper crane</p></td><td><p>Read about history of the paper crane and cultural significance.</p></td><td><p>These two slides are visualizations that can help students make connections between origami and Miyake’s work. </p></td></tr><tr><td><p>Slide 3: 3D paper crane</p></td><td> </td><td> </td></tr><tr><td><p>Slide 4: Origami instructions for paper crane. </p></td><td><p>Make the crane twice.</p><p>One version keep in the 3D form</p><p>Second version: Unfold and analyze the line features. If you need to you can use a ruler to accent the lines. </p><p>Identify the parallel line properties, types of angles, and any special features of the folds. </p><p>Extensions: Make connections between the folds and the aspects of the crane. </p></td><td> </td></tr><tr><td><p>Slide 5: Collections in Motion: Folding Miyake Long Skirt</p></td><td><p>Watch the video, then answer the questions in the quiz, and sketch a rough draft of the 2D plan for the skirt. </p></td><td><p>Students can watch the video of the skirt a couple of times, answer the questions in the quiz and sketch the skirt. Remind the students that it does not have to be perfect. The goal is to identify the shapes used. </p></td></tr><tr><td><p>Slide 6: In-Ei Mendori</p></td><td><p>Students will interview each other and make predictions of what the 2D version of the sculpture will look like. </p></td><td><p>It is important that they complete the quiz before advancing to the next slide. </p></td></tr><tr><td><p>Slide 7: In-Ei Mendori</p></td><td><p>Students will evaluate their prediction of the sculpture. </p></td><td><p>Possible point for class discussion. </p></td></tr><tr><td><p>Slide 8: Thinking routine</p></td><td><p>With your group members answer the questions for one of the Miyake designs. </p></td><td> </td></tr><tr><td><p>Slide 9: 40 under 40: Erik Demaine</p></td><td><p>Watch the video of folding.</p><p>Read Erik Dermaine’s short biography and research interests</p></td><td><p>Students will read about Dermaine’s interests and do some research on the applications of geometry. </p></td></tr><tr><td><p>Slide 10: Science Innovations</p></td><td><p> Watch the video on science innovations. </p></td><td><p>Lead a discussion on the aspects of origami and the importance in problem solving in science. </p></td></tr><tr><td><p>EXTENSIONS</p><p>Slide 11: Fold it website</p></td><td><p>Connections between biology and origami. </p><p>Read through the website and use the folding tool. </p></td><td><p>Students could make proteins with origami paper and analyse the different line properties and relationships that are on the paper after unfolded. </p></td></tr><tr><td><p>Additional resources</p></td><td> </td><td><p>Documentary on origami- teachers can watch for more background information or use clips during the lesson. </p><p>Article: <a href="http://www.opb.org/artsandlife/article/folding-paper-explores-art-history-and-application-of-origami/">http://www.opb.org/artsandlife...</a></p></td></tr></table> <p><em>#visiblethinking</em></p>
Amanda Riske
7
 

Geometry Sort

<p>This is a card sort created for the MTE 311 geometry section of the course. Students will make 4-5 categories using geometric properties and sort the artworks into those categories. </p>
Amanda Riske
1
 

Changes in Education and Using Resources available

<p>This collection is used during a course on project based learning and place based learning. Teachers used this as an entry activity to looking at exploratory education as well as how to navigate the learning lab. </p>
Amanda Riske
32