AP Calculus I:

Functions are presented graphically, numerically and analytically. Limits and continuity are studied, leading to the development of the derivative. The concepts of a derivative as a rate of change and as a linear approximation are used to solve problems. Integrals are developed from the Reimann sum and are applied to various problem situations. The Fundamental Theorem of Calculus gives the relationship between the derivative and the definite integral.

Course Prerequisites:  Successful completion of 4 prerequisite classes (Algebra I, Algebra II, Geometry, Pre-Calculus) with a Test/Quiz average of at least a B ( not just an average in the class of B), Teacher recommendation, AP potential from standardized tests will be considered by the department, but will not be a guarantee to get in or be kept out of the class.