Math 1012 Precalculus I - Functions

Topic Lecture Resources
Linear Equations Notes Examples
Quadratic Equations Notes Examples
Functions General Introduction and Functional Notation
Notes
Examples
Properties of the 12 Basic Functions Notes Examples
Average Rate of Change Notes Examples
Building Functions from Functions Notes Examples
Parametric Relations and Inverses Notes Examples
Graphical Transformations Notes Examples
Modeling with Functions
Linear and Quadratic Functions Notes Examples
Power Functions Notes Examples
Polynomial Functions Notes Examples
Real Zeros of Polynomial Functions Notes Examples
Complex Zeros
Rational Functions Notes Examples
Solving Equations in One Variable Notes Examples
Solving Inequalities in One Variable Notes Examples
Exponential and Logistic Functions Notes Examples
Logarithmic Functions Notes Examples
Properties of Logarithmic Functions Notes Examples
Exponential and Logistic Modeling Notes Examples
Equation Solving Notes Examples
Mathematics of Finance
Parametric Representations Notes Examples
Solving Systems of Equations Notes Examples
Partial Fractions
Conic Sections and Parabolas
Circles and Ellipses
Hyperbolas

Math 1013 Precalculus II - Trigonometry

Topic Lecture Resources
Angles and Their Measure Notes Examples
Trigonometric Functions of Acute Angles Notes Examples
Trigonometry: Circular Functions Notes Examples
Graphs of Tangent, Cotangent, Secant, and Cosecant Notes Examples
Graphs of Composite Trigonometric Functions Notes Examples
Inverse Trigonometric Functions Notes Examples
Solving Problems with Trigonometry Notes
Fundamental Trigonometric Identities Notes Examples
Proving Trigonometric Identities Notes Examples
Sum and Difference Identities Notes Examples
Multiple Angle Identities Notes Examples
The Law of Sines and The Law of Cosines Notes Examples
Polar Coordinates Notes Examples

Math 1014 Intensive Precalculus

Math 1014 is offered occasionally as an online course that covers most (not all) of the material in Math 1012 and 1013 at an accelerated pace. Students completing Math 1014 Intensive Precalculus will be ready to proceed to Math 1101 Calculus I the following semester.

Topic Lecture Resources
Linear Equations Notes Examples
Quadratic Equations Notes Examples
Functions General Introduction and Functional Notation
Notes
Examples
Properties of the 12 Basic Functions Notes Examples
Average Rate of Change Notes Examples
Building Functions from Functions Notes Examples
Parametric Relations and Inverses Notes Examples
Graphical Transformations Notes Examples
Linear and Quadratic Functions Notes Examples
Power Functions Notes Examples
Polynomial Functions Notes Examples
Real Zeros of Polynomial Functions Notes Examples
Rational Functions Notes Examples
Solving Equations in One Variable Notes Examples
Solving Inequalities in One Variable Notes Examples
Exponential and Logistic Functions Notes Examples
Logarithmic Functions Notes Examples
Properties of Logarithmic Functions Notes Examples
Exponential and Logistic Modeling Notes Examples
Equation Solving Notes Examples
Angles and Their Measure Notes Examples
Trigonometric Functions of Acute Angles Notes Examples
Trigonometry: Circular Functions Notes Examples
Graphs of Tangent, Cotangent, Secant, and Cosecant Notes Examples
Inverse Trigonometric Functions Notes Examples
Solving Problems with Trigonometry Notes
Fundamental Trigonometric Identities Notes Examples
Proving Trigonometric Identities Notes Examples
Sum and Difference Identities Notes Examples
Multiple Angle Identities Notes Examples
The Law of Sines and The Law of Cosines Notes Examples
Solving Systems of Equations Notes Examples
Sketching Circles, Ellipses and Hyperbolas Notes Examples

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Drop-in Office Hours (no appointment needed) are listed on google calendar.

Appointment:
UMM students may sign up for an appointment using google calendar.

Email:
mcquarrb@morris.umn.edu

Phone:
589-6302
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