| Catalog Data |
The goals of the course are to teach you important
concepts of calculus and its applications. Topics
include functions, the derivative and its interpretations,
the definite integral and its interpretations, the
Fundamental Theorem of Calculus, rules of
differentiation, applications of the derivative and
the antiderivative. The course uses graphical, numerical
and algebraic approaches for each concept. Three
lectures and one laboratory period per week.
Prerequisite: Math 117 |
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| Textbook |
Calculus, Robert T. Smith and Roland B. Minton,
third edition, McGraw Hill, 2007.
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| Calculator Policy |
You must use a graphing calculator, such as the TI-89,
on assignments and occasionally on tests.
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| Prerequisites |
You should have fundamental skills in college algebra,
trigonometry, functions and problem solving.
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| Goals |
You will learn fundamental concepts of calculus and
their applications. In particular, you will learn basic
concepts of differentiation and integration. You will
improve your skills in problem solving and analytical
reasoning.
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Syllabus |
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| Final Exam |
The final exam is comprehensive and departmental.
It consists of two parts. In the first part, you can not use
a calculator. In the second part, you may use a calculator
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| Resources |
The Math Center
located in Science 116 and 151
offers free tutoring in calculus.
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| Attendance |
You must attend class regularly.
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