Students will demonstrate understanding of, and solve problems involving limits, including delta-epsilon arguments.

Students will be assessed through exams and the instructor's choice of homework, quizzes, group work, projects, and/or presentations.

Students will demonstrate understanding of the meaning of the derivative and be able to solve problems using the derivative. Students will be assessed through exams and the instructor's choice of homework, quizzes, group work, projects, and/or presentations.

Students will demonstrate understanding of the significance of the (definite) integral and solve problems using the (definite) integral. Students will be assessed through exams and the instructor's choice of homework, quizzes, group work, projects, and/or presentations.

Students will demonstrate understanding of and correctly apply major theorems, including the Intermediate Value Theorem, Extreme Value Theorem, Mean Value Theorem, and Fundamental Theorem of Calculus. Students will be assessed through exams and the instructor's choice of homework, quizzes, group work, projects, and/or presentations.

Students will use calculus techniques to solve problems in science and business, including related rates and optimization. Students will be assessed through exams and the instructor's choice of homework, quizzes, group work, projects, and/or presentations.

Students will demonstrate familiarity with a computational software package such as Maple, Matlab, Maxima, Python, SageMath, Mathematica, etc. Students will be assessed through the instructor's choice of homework, quizzes, group work, projects, and/or presentations.

The course will cover the following:

--Brief review of algebra and trigonometry

--Functions and limits, including delta epsilon arguments

--The meaning of the derivative and differentiation techniques

--Applications of the derivative including related rates, optimization, and L'Hopital's rule.

--The meaning of the (definite) integral and elementary integration techniques

--Applications of integration including volumes of 3D shapes

The course will incorporate additional viewpoints by presenting applications of the course material to a variety of professional fields.

Group Work/Participation 0 to 15%

Presentations/Projects 0 to 20%

Quizzes 0 to 20%

Homework 5 to 25%

Midterm Exams 20 to 70%

Final Exam 15 to 35%

OpenStax Calculus Volume 1

Instructors will use a variety of teaching methods to enhance and encourage student learning. These methods may include lectures, readings, activities and projects both inside and outside of class, and technology activities that may require either the use of a laptop in class or a visit to a computer lab.

Lecture

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