Exploring the Methods of Differential Calculus through the ...

Khan, S. (Performer) (n.d.). Newton leibniz and usain bolt : Why we study differential
calculus. KhanAcademy. [Video podcast].
O'Connor, J., & Robertson, E. (2002). The brachistochrone problem. Retrieved from
http://www-history.mcs.st-and.ac.uk/HistTopics/Brachistochrone.html
O'Connor, J., & Robertson, E. (n.d.). Johann bernoulli. Retrieved from http://wwwhistory.mcs.st-and.ac.uk/Biographies/Bernoulli_Johann.html
Nave. (2012). Stopping distance for auto. Retrieved from http://hyperphysics.phyastr.gsu.edu/HBASE/crstp.html
Newton, I. (1687). Philosophia naturalis principia mathematica.
Rickey, V. (1994). Isaac newton: Man, myth, and mathematics. In F. Swetz (Ed.), From Five
Fingers to Infinity A Journey through the History of Mathematics (pp. 483-508). Peru,
Illinois: Open Court Publishing Company.
Rickey, V. (1996). The history of the brachistochrone. In Historical Notes for the Calculus
Classroom (pp. 63-67). Retrieved from
http://www.math.usma.edu/people/rickey/hm/CalcNotes/brachistochrone.pdf
Schrader, D. (1994). The newton-leibniz controversy concerning the discovery of the calculus. In
F. Swetz (Ed.), From Five Fingers to Infinity A Journey through the History of
Mathematics (pp. 509-520). Peru, Illinois: Open Court Publishing Company.
Schultz, P. (2000, August 24). Lecture 19 leibniz' invention of calculus. Retrieved from
http://school.maths.uwa.edu.au/~schultz/L19Leibniz.html
Slinker, G. (1992). Inbetweening using a physically based model and nonlinear path
interpolation. Retrieved from http://home.comcast.net/~gslinker/thesis/Thesis.html
Storr, A. (1985). Isaac newton. 1779-1884.
Struik, D. (1948). A concise history of mathematics. New York: Dover Publications, Inc.
Acknowledgements
Many people have helped me throughout this project, whether they provided me with
information, answered my numerous questions, or helped calm me down when I felt