CSET Test Preparation

There are two possibilities for Math CSET: Foundational level subtests I Algebra and II Geometry for teaching those content areas as well as general math, probability and statistics, and consumer math; and Math CSET including subtest III, Calculus and History of Math, that authorizes teaching of all math courses.

Familiarize yourself thoroughly with the CSET test and practice questions at http://www.cset.nesinc.com/CS_SMR_opener.asp.

Print and study carefully the Mathematics Subject Matter Requirements and use them as your guide preparing for CSET. The theory on CSET is particularly tricky so spend time mastering all theories mentioned in the test descriptions.

The curriculum frameworks http://www.cde.ca.gov/ci/ma/cf/index.asp and content standards http://www.cde.ca.gov/be/st/ss/ are **invaluable**. The **Glossary** should receive particular scrutiny. This is the content you will need to master as a mathematics teacher.

This link is to the Math frameworks, 1999: www.cde.ca.gov/be/st/ss/index.asp

Look at the New York Regents Exam material online at http://regentsprep.org that includes study guides, strategies, and old exams for Math.

Utilize the free-of-charge online test preparation sites available at UCI's Open CourseWare website:

CSET Mathematics I: Algebra - http://ocw.uci.edu/courses/course.aspx?ID=25

CSET Mathematics II: Geometry, Probability, and Statistics - http://ocw.uci.edu/courses/course.aspx?ID=26

CSET Mathematics III: Trigonometry and Calculus - http://ocw.uci.edu/courses/course.aspx?ID=27

**Make sure to read relevant sections of the CSET Tips page as it contains invaluable strategies to help you do well on test day.**

Some books for CSET study available from the UCI Bookstore:

*A* *first* *course* *in* *Abstract* *Algebra* (by John B. Fraleigh) (chapters 1 & 5 [section 1])

*Introduction* *to* *Probability* *Models* (by Sheldon M. Ross) (chapters 1 and 2)

*Complex* *Variables* *and* *Applications* (by Brown & Churchill) (sections 1-9)

*Elementary* *Analysis*: *The* *Theory* *of* *Calculus* (by Kenneth A. Ross) (chapter 1)

It is essential to know how to solve the CSET sample questions that you can download from the CSET website. The books mentioned above will help you to understand and solve these sample questions. For Geometry, you should look for ways to prove theorems taught in high school (see frameworks above).

Students have recommended for Foundational level:

*Schaum's Outline of Elementary Algebra***, **Barnett Rich

*Schaum's Outline of College Algebra***, **Murray R Spiegel

*Schaum's Outline of Geometry***,** Barnett Rich

*Algebra to Go: A Mathematics Handbook *by Andrew Kaplan (Editor)

*Geometry to Go: *Great Source Education Group.

Algebra, Geometry, Pre-Calculus, Trigonometry, and Calculus textbooks are available for check out from the Student Resource Center.

www.mathleague.com/help/help.htm

MacTutor **History** of Mathematics

An extensive and searchable arachive covering famous people and concepts, as well as describing the development of mathematics in various cultures: http://www-groups.dcs.st-and.ac.uk/~history/

**Math** Forum: Famous Problems in the **History** of Mathematics

History of mathematics presented through famous problems, with some exercises and their solutions.

The **History** of Mathematics

Collection of original papers of Berkeley, Hamilton, Riemann, Boole, Cantor, and Newton. Includes background and notes.

Preparation courses and materials are available from Orange County Department of Education: http://ite.ocde.us/test_prep.htm.

Review AP test preparation and your college course materials. Schools textbooks are useful, too. Please explore the collection in the Student Resource Center, 2010 Education, and contact gse-test-prep@uci.edu if additional information is needed.