MR. NAKANO
MR. NAKANO![]()
MR. NAKANO
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Mr. Gayne NakanoTeacher | Golf Coach
530.268.3700 ext. 4650
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COURSES
COURSES![]()
Integrated Math 1
Grade Level: 9-12
Repetition for credit: Yes, 2 years (20 credits)
Prerequisite: None
Graduation Requirement: Yes - UC/CSU 'C'
Integrated Math I is the first course of a three course series which introduces entry level topics in Number & Quantity, Algebra, Functions, Geometry and Statistics & Probability. This one-year long course satisfies the Common Core Standards for Integrated Math I. It strengthens and builds on the students’ prior knowledge in middle school math. This course focuses on algebraic expressions, linear functions, quadratic functions, some basic exponential functions, exponents, polynomials, solving equations, geometric congruence, proof and construction methods, finding volumes, areas, descriptive statistics, and connecting algebra and geometry through reasoning and proof as well as real life applications.
Integrated Math 3
INTEGRATED MATH 3
Grade Levels: 9-12
CSU/UC: area C (Math)
NCAA: Yes
Repeat for Credit: No
Grade Levels: 9-12
CSU/UC: area C (Math)
NCAA: Yes
Repeat for Credit: No
Prerequisites: Completion of Integrated Math 2 with a “C” or better
Graduation Credit: Mathematics
Graduation Credit: Mathematics
Integrated Mathematics 3 is the third course in a three-course college preparatory sequence. In this course, students will integrate and apply the mathematics they have learned from their earlier courses. The focus of Integrated Math 3 is Number and Quantity, Algebra, Functions, Geometry, Trigonometry, and Statistics and Probability.
Pre-Calculus
PRE-CALCULUS
Grade Levels: 10-12
CSU/UC: area C (Math) or G (Elective)
NCAA: Yes
Repeat for Credit: No
CSU/UC: area C (Math) or G (Elective)
NCAA: Yes
Repeat for Credit: No
Prerequisites: Completion of Algebra 2 or Integrated Math 3 with a grade of C or better.
Graduation Credit: Mathematics
Graduation Credit: Mathematics
Pre-Calculus is a continuation of the concepts developed in the Integrated series. Trigonometry is developed fully; Complex Numbers, Polar Equations, Functions, and Limits form the Foundation for Calculus.
