Topics include coordinates for space, vector geometry, partial derivatives, directional derivatives, extrema, Lagrange multipliers, and multiple integrals.

Introduction to mathematical tools and to formal methods of reasoning for computing.

Continues the study of calculus for the elementary algebraic and transcendental functions of one variable.

Topics in functions and their graphs, limits, the derivative, applications to finding rates of change and extrema and to graphing, the integral, and applications.

Basic topics in calculus for students who do not need all the topics in 141.

Equations of first and second degree, systems of equations.

Concepts and processes of modern mathematics concerned with sets, the theory of probability, and statistics.

Linear, quadratic, power, exponential, logarithmic and periodic functions – their graphs and properties.