Conference Session

Mathematics Division Technical Session 4

Collection

2013 ASEE Annual Conference & Exposition

Authors

Rebecca Bourn, Tribeca Flashpoint Media Arts Academy; Sarah C. Baxter, University of South Carolina

Tagged Divisions

Mathematics

students who don’t define themselves asmathematicians, but whose careers require what we will call “mathematical intuition” to supportthe use of technology in solving problems and to anticipate a correct solution.The goal of this paper is to describe a project-based learning experience that has the potential tohelp students build their mathematical intuition by requiring them to formally estimate within thesolution process. By requiring estimations, the project becomes open-ended; students understandthat their answers are not exact, or ‘right’, but are still valid. Framing the project as one thatcorresponds well to students’ sense of what one ‘does’ in their discipline provides a greaterdegree of student autonomy in completing the project because

Conference Session

Mathematics Division Technical Session 1

Collection

2013 ASEE Annual Conference & Exposition

Authors

Ravi T. Shankar, Florida Atlantic University; Don Ploger, Florida Atlantic University; Agnes Nemeth, Florida Atlantic University; Steven Alan Hecht Ph.D., Nova Southeastern University

Tagged Divisions

Mathematics

our approach.II.B. Literature and Product Review: Although there is a clear lack of quantitative researchon how robots can increase STEM achievement in students, and some of the research findingsare inconclusive5, most of the studies have shown positive correlation between the use of robotsand students motivation towards STEM careers. Robotics is recognized by NSF to be anexcellent vehicle for education and involving students in science and engineering, and, with theproper initiative, motivate promising students to pursue career tracks in mathematics and itsapplications6.Robots also promote learning of scientific and mathematic principles through experimentation7.Bringing robots into the classrooms will have lasting benefits. When students

Conference Session

Mathematics Division Technical Session 2

Collection

2013 ASEE Annual Conference & Exposition

Authors

Jamiiru Luttamaguzi, Elizabeth City State University; Ka'Ren Ladoris Byrd; Akbar M. Eslami, Elizabeth City State University; Ehsan O Sheybani, Virginia State University; Giti Javidi, Virginia State University

Tagged Divisions

Mathematics

Paper ID #6229Case Study: Numerical Convergence Study on Simulated Spaceborne Mi-crowave Radiometer Measurements of EarthDr. Jamiiru Luttamaguzi, Elizabeth City State University Dr. Jamiiru Luttamaguzi is an Assistant Professor in Elizabeth City State University. His main research interest is in Optimal Control Theory. Most of his professional career has been spent teaching graduate and undergraduate math courses. He has supervised students in the McNair Internship program and the ECSU- NAM Summer Research Computational Science-Scientific Visualization programs. He graduated with a PhD is MAthematics and MS in

Conference Session

Mathematics Division Technical Session 4

Collection

2013 ASEE Annual Conference & Exposition

Authors

Murray Teitell, DeVry University, Long Beach; William S. Sullivan, DeVry University, Long Beach

Tagged Divisions

Mathematics

their future careers.13 References1. Eusgeld, I., Freiling, F.C., and Reussner, R. (1998).Dependability Metrics (Advanced Lectures). New York. Springer.2. James, B. (2007). The Bill James Handbook. Skokie, Il. ACTA Sports3. Klubeck, Martin. (2011).Metrics: How to Improve Key Business Results. New York. Apress.4. Simpson, T.W., Poplinski, P.N., Koch, P. N. and Allen, J. K. (2001. Metamodels for Computer-based Engineering Design Survey and Recommendations. Engineering with Computers. 17 (2) 129-150.5. Ebert, C., Dumke, R., Bundschuh, M. and Schmietendorf, A. (1998). Best Practices in Software Measurement (How to use Metrics to Improve Project and Process Performance). New York. Springer.6. Antonsson, E. K

Conference Session

Mathematics Division Technical Session 4

Collection

2013 ASEE Annual Conference & Exposition

Authors

Kendrick T. Aung, Lamar University; Ryan Underdown, Lamar University; Qin Qian, Lamar University

Tagged Divisions

Mathematics

. Spang, D., and Spang, K., “Real-World Applications of Mathematical and Scientific Principles in the Curriculum for College and Career Siccess,” Proceedings of 2012 ASEE Annual Conference and Exposition, San Antonio, Texas, June 2012.13. Brown, E., and Ries, H., “The Engineering-Math Committee: A Successful Collaboration at East Carolina University,” Proceedings of 2009 ASEE Annual Conference and Exposition, Austin, Texas, June 2009.14. Samayoa, J., and Zelada, C., “Using MediaWiki to Enhance Mathematics Learning in Engineering Schools,” Proceedings of 2012 ASEE Annual Conference and Exposition, San Antonio, Texas, June 2012.15. Snyder, V., and Meriam, J., “The mechanics readiness test – A study of student preparedness

Conference Session

Mathematics Division Technical Session 2

Collection

2013 ASEE Annual Conference & Exposition

Authors

Andrew Grossfield P. E., Vaughn College of Aeronautics & Technology

Tagged Divisions

Mathematics

Paper ID #5914Introducing Calculus to the High School Curriculum: Curves, Branches andFunctionsDr. Andrew Grossfield P. E., Vaughn College of Aeronautics & Technology Throughout his career Dr. Grossfield, has combined an interest in engineering and mathematics. He earned a BSEE at the City College of New York. During the early sixties, he obtained an M.S. de- gree in mathematics at the Courant Institute of NYU at night while working full time as an engineer for aerospace/avionics companies. He studied continuum mechanics in the doctoral program at the University of Arizona. He is a member of ASEE, IEEE and MAA