What topics are covered in California's Mathematics I course?

Mathematics I covers rational exponents, linear and exponential functions, systems of equations, geometric transformations, congruence, coordinate geometry, and statistics including correlation and causation.

How is Mathematics I assessed in California schools?

Students take the Smarter Balanced Summative Assessment for Mathematics in Grade 11, which measures college and career readiness based on California Common Core State Standards.

What careers benefit from strong Mathematics I foundations?

Engineering, computer science, finance, architecture, data analysis, healthcare, and scientific research all require the algebraic and geometric reasoning skills developed in Mathematics I.

How does Mathematics I prepare students for advanced courses?

The course builds essential skills in algebraic manipulation, function analysis, and geometric reasoning that are fundamental for Mathematics II, III, calculus, and other advanced mathematics courses.

What makes California's Mathematics I curriculum unique?

California's integrated approach combines algebra, geometry, and statistics in each year, helping students see connections between mathematical domains and apply concepts to real-world problems.

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Mathematics I Course - California Curriculum

Comprehensive Mathematics I courses aligned with California Common Core State Standards. Build strong algebraic foundations with functions, equations, and geometric reasoning.

California Mathematics I Course CurriculumHelp

ID

Standard

StudyPug Topic

CA.M1.N.RN.1

Explain rational exponents

CA.M1.N.RN.2

Rewrite expressions with radicals and rational exponents

CA.M1.N.Q.1

Use units to solve problems

CA.M1.N.Q.2

Define appropriate quantities

CA.M1.N.Q.3

Choose level of accuracy

CA.M1.A.SSE.1

Interpret expressions

CA.M1.A.CED.1

Create equations and inequalities

CA.M1.A.CED.2

Create equations in two or more variables

CA.M1.A.CED.3

Represent constraints with equations

CA.M1.A.CED.4

Rearrange formulas

CA.M1.A.REI.1

Explain solving steps

CA.M1.A.REI.3

Solve linear equations and inequalities

CA.M1.A.REI.3.1

Solve absolute value equations and inequalities

CA.M1.A.REI.5

Prove replacement in systems

CA.M1.A.REI.6

Solve systems of equations

CA.M1.A.REI.10

Understand solutions of equations

CA.M1.A.REI.11

Explain solving f(x) = g(x)

CA.M1.A.REI.12

Graph inequalities in two variables

CA.M1.F.IF.1

Understand function concept

CA.M1.F.IF.2

Use function notation

CA.M1.F.IF.3

Recognize sequences as functions

CA.M1.F.IF.4

Interpret key features of graphs

CA.M1.F.IF.5

Relate domain of a function to its graph

CA.M1.F.IF.6

Calculate and interpret average rate of change

CA.M1.F.IF.7

Graph functions

CA.M1.F.BF.1

Write a function for a relationship

CA.M1.F.BF.2

Write arithmetic and geometric sequences

CA.M1.F.BF.3

Identify effects on graphs

CA.M1.F.LE.1

Distinguish linear and exponential

CA.M1.F.LE.2

Construct linear and exponential functions

CA.M1.F.LE.3

Observe using graphs

CA.M1.G.CO.1

Know precise definitions

CA.M1.G.CO.2

Represent transformations

CA.M1.G.CO.3

Describe rotations and reflections

CA.M1.G.CO.4

Develop definitions of transformations

CA.M1.G.CO.5

Transform given geometric figure