- Instructor: Steven Moga
Smith College's Moodle
Search results: 2011
- Instructor: Nimisha Bhat
- Instructor: Steven Moga
- Instructor: Steven Moga
- Instructor: Steven Moga
- Instructor: Brendan O'Connell
- Instructor: Barbara Polowy
- Instructor: Reid Bertone-Johnson
- Instructor: Paul Wetzel
- Instructor: Tyler Kynn
About this course
What you'll learn
- Explore some of the important theoretical foundations, empirical findings, research methods, and applications of political psychology
- Apply psychological theories to understand people’s motivations for becoming politically active
- Analyze primary source materials and learn why archival preservation is critical for the visibility of women's stories
- Instructor: Tammy Lockett
1) Introduction to proofs and formal mathematical writing. This will prepare you for more advanced courses in mathematics.More generally, you will develop skills that are useful in all areas of life, including your ability to think logically, structure arguments clearly, and communicate your ideas effectively.
(2) Introduction to three areas of mathematics that lie outside of the standard calculus track:
(a) Set Theory and Combinatorics, (b) Number Theory, (c) Graph Theory
- Instructor: Rajan Mehta
- Instructor: Ileana Vasu
Welcome to MTH 153! We're going to be learning about discrete mathematics this semester, which means that we get to talk about a variety of different subjects like combinatorics, number theory, and graph theory. We're also going to be talking about mathematical logic and proof-writing, and spending some time learning to typeset math using LaTeX code.
Looking forward to working with you all!
- Zach
- Instructor: Zachary Winkeler
- Instructor: Shannon Audley
An introduction to probability, including combinatorial probability, random variables, discrete and continuous distributions.
- Instructor: Kaitlyn Cook
This course gives an introduction to the theory and applications of ordinary differential equations. We explore different applications in physics, chemistry, biology, engineering, and social sciences. We learn to predict the behavior of a particular system described by differential equations by finding exact solutions, making numerical approximations, and performing qualitative and geometric analyses. Specific topics include solutions to first-order equations and linear systems, existence and uniqueness of solutions, nonlinear systems and linear stability analysis, forcing and resonance, Laplace transforms.
- Instructor: Candice Price
This course gives an introduction to the theory and applications of ordinary differential equations. We explore different applications in physics, chemistry, biology, engineering and social sciences. We learn to predict the behavior of a particular system described by differential equations by finding exact solutions, making numerical approximations, and performing qualitative and geometric analysis. Specific topics may include solutions to first order equations and linear systems, existence and uniqueness of solutions, nonlinear systems and linear stability analysis, forcing and resonance, Laplace transforms. Prerequisites: MTH 112, MTH 212 and MTH 211 (recommended) or PHY 210, or equivalent.
- Instructor: Becca Thomases
- Instructor: Christophe Golé
Students write the material that becomes the textbook, and present it in class.
Analysis is the theory behind Calculus.
- Instructor: Christophe Golé
- Instructor: Christophe Golé