In an era increasingly awash with numbers, how can one parse it all out? How is it possible to separate the proverbial quantitative chaff from the valuable wheat? Carleton College has taken on this weighty matter with...

Created by Lang Moore for the Connected Curriculum Project, the purpose of this module is to provide an introduction to the elementary complex transcendental functions -- the exponential, sine, and cosine functions. This...

Created by Lang Moore and David Smith for the Connected Curriculum Project, the purpose of this module is to use contour plots and second-degree Taylor approximations to locate extreme points and saddle points of a...

Created by Lang Moore and David Smith for the Connected Curriculum Project, the purpose of this module is to study convergence of Fourier approximations of periodic functions. This is one lesson within a much larger set...

Created by Lang Moore for the Connected Curriculum Project, the purpose of this module is to study the Laplace transform and use it to examine both an ordinary differential equation problem and a problem for the...