# Class Notes for MATH 132 at Ball State University (BSU)

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## MATH 132 Lecture Notes - Lecture 1: Asymptote

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We"re going to discuss limits in this class throughout the rest of the semester. The mathematical meaning of a limit may be very close to or very diffe

View Document## MATH 132 Lecture Notes - Lecture 6: Quotient Rule, Product Rule, Power Rule

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When the function with which we"re working is actually the product of two other functions, we might have to use another method for finding the derivati

View Document## MATH 132 Lecture Notes - Lecture 5: To-3, Differentiable Function, Power Rule

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If y n u= where u is a differentiable function of x and n is a real number, then. For the functions used in the next few sections the functions used wi

View Document## MATH 132 Lecture 3: CLASS NOTES -- 9.2 -- Continuity

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Definition: a function, f, is continuous at x= c if all three of the following conditions are met: f x exists, f c exists, and f x f c lim c x lim c x.

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