Contenido principal
Math
- Number and Quantity
- Algebra and Functions - Focus 1: Algebra
- Algebra and Functions - Focus 2: Connecting Algebra to Functions
- Data Analysis, Statistics, and Probability - Focus 1: Quantitative Literacy
- Data Analysis, Statistics, and Probability - Focus 2: Visualizing and Summarizing Data
- Geometry and Measurement - Focus 1: Measurement
- Geometry and Measurement - Focus 2: Transformations
- Geometry and Measurement - Focus 3: Geometric Arguments, Reasoning, and Proof
- Geometry and Measurement - Focus 4: Solving Applied Problems and Modeling in Geometry
- Number and Quantity
- Algebra and Functions - Focus 1: Algebra
- Algebra and Functions - Focus 2: Connecting Algebra to Functions
- Algebra and Functions - Focus 3: Functions
- Data Analysis, Statistics, and Probability - Focus 1: Quantitative Literacy
- Data Analysis, Statistics, and Probability - Focus 2: Visualizing and Summarizing Data
- Data Analysis, Statistics, and Probability – Probability
- Number and Quantity
- Algebra and Functions - Focus 1: Algebra
- Algebra and Functions - Focus 2: Connecting Algebra to Functions
- Algebra and Functions - Focus 3: Functions
- Data Analysis, Statistics, and Probability - Focus 1: Quantitative Literacy
- Data Analysis, Statistics, and Probability - Focus 2: Visualizing and Summarizing Data
- Data Analysis, Statistics, and Probability - Focus 3: Statistical Inference
- Geometry and Measurement - Focus 1: Measurement
- Geometry and Measurement - Focus 4: Solving Applied Problems and Modeling in Geometry
- Number and Quantity - The Complex Number System
- Number and Quantity - Limits
- Number and Quantity - Vector and Matrix Quantities
- Algebra - Seeing Structure in Expressions
- Algebra - Arithmetic With Polynomials and Rational Expressions
- Algebra - Reasoning With Equations and Inequalities
- Functions - Interpreting Functions
- Building Functions
- Trigonometric Functions
Alabama Math
Geometry with Data Analysis: Number and Quantity
Together, irrational numbers and rational numbers complete the real number system, representing all points on the number line, while there exist numbers beyond the real numbers called complex numbers.
G.1
Mostly covered
- Proof: √2 is irrational
- Proof: product of rational & irrational is irrational
- Proof: square roots of prime numbers are irrational
- Proof: sum & product of two rationals is rational
- Proof: sum of rational & irrational is irrational
- Proof: there's an irrational number between any two rational numbers
- Simplify square-root expressions
- Sums and products of irrational numbers
- Worked example: rational vs. irrational expressions
- Worked example: rational vs. irrational expressions (unknowns)
Quantitative reasoning includes and mathematical modeling requires attention to units of measurement.
G.2.a
Not covered
(Content unavailable)
G.2.b
Mostly covered
G.2.c
Not covered
(Content unavailable)
G.2.d
Fully covered