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To earn points for this activity, upload a photo of you at the activity, a copy of a certificate earned, or other documentation to show that you participated.
Students create and present a poster around a specific annual theme in STEM. See the guidelines/rules for further instructions.
To enter, compose an email to Lucas-vanderMerwe@UTC.edu with the subject "UTC Math Poster Competition 2017". The body of the email should contain the the following information:
-School and Teacher
-First and Last Names of Entrants by Group and Category
1. Posters will be displayed in the Tennessee Room and Chattanooga Room of the University Center on the UTC campus on Tuesday, March 7, 2017 from 9:00AM until 12:00PM. Signs will be posted directing students and observers to the specific locations.
2. Posters will be placed on a table, must fit in an area which is four feet wide by 2.5 feet deep, and must be able to stand erect by themselves or with the aid of a stand supplied by the authors of the poster. (Stands are not available from the organizers of the contest.)
3. A label must be placed on the back of the poster which gives the poster title and authors’ names, grades, school, and sponsor. The label should be at least the size of a 3” x 5” index card.
4. Credit must be given on the poster for any outside assistance. A list of sources should be included.
5. While physical models and laptops may be a part of the exhibit, they cannot be the only part.
6. All material must be accessible without having to lift or turn pages.
7. All materials should be placed within the assigned display area.
8. The display area will open at 8:30AM for poster setup.
9. The poster should be dismantled within one hour after the end of the competition.
10. Although not required, it is suggested that at least one student author be present during the competition in order to answer questions from interested observers.
Posters will be displayed in the Tennessee Room and Chattanooga Room of the University Center on the UTC campus on Tuesday, March 7, 2017 from 9:00AM until 12:00PM. Signs will be posted directing students and observers to the specific locations.
The time to complete the poster is dependent on the student and their topic.
Free to participate in the UTC Math Poster Contest. Only cost will be student expense to create the poster.
There will be three competition categories. Category I: 6th, 7th, and 8th grades. Category II: 9th and 10th grades. Category III: 11th and 12th grades. Students may work as a team if they choose. A team should consist of no more than three students, and every team member should be in the same Category.
In each of Categories I, II, and III cash prizes will be awarded to the 1st, 2nd, and 3rd place teams, to be divided equally among the team members.
1st place – $200
2nd place – $100
3rd place – $50
Special Submission Instructions:
One per school per year.
Outcome of the Activity:
Judging criteria are based solely on the content of the poster. The authors may be present during the judging, but only to answer questions posed by the judges. The authors shall not make a formal presentation. Judges will consider questions such as: • Is the poster original and creative? Does it relate to the competition theme? • Is the presentation appealing? Does it pique the interest of the audience? • Is the overall design easy to follow, and does it convey the information well? • Does the poster address the questions it raises? • Is the mathematical content at a sufficiently high level? • Is the mathematical content presented clearly and correctly? Posters should be original in nature. Sample ideas could be: • An overview and analysis of the statistics from a recent election (local, state, or federal) or census. Or an analysis of economic data over a period of time. There is a wealth of public data available from governments at all levels that could be studied. • An innovative solution to an interesting problem in which change, or rate of change, is essential. • A clever application of a mathematical technique or tool which addresses change or rate of change. • A statistical analysis of an interesting phenomenon showing change in some dimension (time, space, or other). • An explanation of the connections between mathematics and another discipline (e.g. business, art, archeology, music, auto racing, cattle breeding). • A new mathematical result. • An old result presented in a new way, such as a new proof of an old theorem (e.g. Fermat's Last Theorem).
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