Found 31 results
Filters: Author is Tevian Dray  [Clear All Filters]
2014
Kustusch, M. Bridget, Roundy D., Dray T., & Manogue C. A. (2014).  Partial Derivative Games in Thermodynamics: A Cognitive Task Analysis. Physical Review Special Topics Physics Education Research. 10, 010101.
2012
Kustusch, M. Bridget, Roundy D., Dray T., & Manogue C. A. (2012).  An Expert Path through a Thermo Maze. American Institute of Physics. 1513, 234–237.
2010
Dray, T., & Manogue C. A. (2010).  Putting Differentials Back into Calculus. College Mathematics Journal. 41(2), 90–100.
2009
Boersma, S., Dray T., & Wagon S. (2009).  Finding Geodesics. Math Horizons. 2.
2006
Dray, T., & Manogue C. A. (2006).  The Geometry of the Dot and Cross Products. Journal of Online Mathematics and Its Applications. 6,
Manogue, C. A., Browne K., Dray T., & Edwards B. (2006).  Why is Ampere's law so hard? A look at middle-division physics. American Journal of Physics. 74, 344-350.
2005
Dray, T., & Manogue C. A. (2005).  Bridging the Gap between Mathematics and the Physical Sciences. (Smith, D., & Swanson E., Ed.).Preparing Future Science and Mathematics Teachers. 39–41.
2004
Dray, T., & Manogue C. A. (2004).  Bridging the Gap between Mathematics and Physics. APS Forum on Education. 13-14.
2003
Dray, T., & Manogue C. A. (2003).  The Murder Mystery Method for Determining Whether a Vector Field is Conservative. College Mathematics Journal. 34, 238–241.
Dray, T., & Manogue C. A. (2003).  Spherical Coordinates. College Mathematics Journal. 34, 168–169.
Dray, T., & Manogue C. A. (2003).  Using Differentials to Bridge the Vector Calculus Gap. College Mathematics Journal. 34, 283–290.
2002
Dray, T., & Manogue C. A. (2002).  Bridging the Vector (calculus) Gap. Pathways to Change: An International Conference on Transforming Math and Science Education in the K16 Continuum.
Dray, T., & Manogue C. A. (2002).  Electromagnetic Conic Sections. American Journal of Physics. 70, 1129–1135.
Manogue, C. A., & Dray T. (2002).  Functions (Bridge Project website).