IXL skill plan | Algebra 2 plan for Amplify Math

Skill plan for Amplify Math - Algebra 2

IXL provides skill alignments with recommended IXL skills for each unit. Find the IXL skills that are right for you below!

Unit

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1	Unit A2.1 Sequences and Series
Launch
Lesson 1: Sanskrit Poetry
Lesson 1: Sanskrit Poetry

Sub-Unit 1 - Sequences
Lesson 2: A Familiar Pattern		1. Find terms of an arithmetic sequence
Lesson 2: A Familiar Pattern
1. Find terms of an arithmetic sequence

Lesson 3: Revisiting Growth and Decay		1. Find terms of a geometric sequence
Lesson 3: Revisiting Growth and Decay
1. Find terms of a geometric sequence

Lesson 4: Sequences Are Functions		1. Evaluate recursive formulas for sequences 2. Classify formulas and sequences
Lesson 4: Sequences Are Functions
1. Evaluate recursive formulas for sequences 2. Classify formulas and sequences

Lesson 5: Representing Sequences		1. Write a formula for a recursive sequence
Lesson 5: Representing Sequences
1. Write a formula for a recursive sequence

Lesson 6: Using Technology to Work With Sequences
Lesson 6: Using Technology to Work With Sequences


Lesson 7: Finding the nth Term		1. Evaluate explicit formulas for sequences 2. Write a formula for an arithmetic sequence 3. Write a formula for a geometric sequence 4. Convert between explicit and recursive formulas
Lesson 7: Finding the nth Term
1. Evaluate explicit formulas for sequences 2. Write a formula for an arithmetic sequence 3. Write a formula for a geometric sequence 4. Convert between explicit and recursive formulas

Lesson 8: Pascal's Triangle		1. Pascal's triangle
Lesson 8: Pascal's Triangle
1. Pascal's triangle
Sub-Unit 2 - Series
Lessons 9 & 10: From Sequences to Series		1. Sequences: mixed review
Lessons 9 & 10: From Sequences to Series
1. Sequences: mixed review

Lesson 11: Geometric Series
Lesson 11: Geometric Series


Lesson 12: Sigma Notation		1. Introduction to sigma notation 2. Find the sum of an arithmetic series 3. Find the sum of a finite geometric series 4. Find the value of an infinite geometric series Also consider: • Identify arithmetic and geometric sequences
Lesson 12: Sigma Notation
1. Introduction to sigma notation 2. Find the sum of an arithmetic series 3. Find the sum of a finite geometric series 4. Find the value of an infinite geometric series Also consider: • Identify arithmetic and geometric sequences
Capstone
Lesson 13: Sequences, Series, and Fractals
Lesson 13: Sequences, Series, and Fractals

2	Unit A2.2 Polynomials and Rational Functions
Launch
Lesson 1: The Biggest Box
Lesson 1: The Biggest Box

Sub-Unit 1 - Introducing Polynomials
Lesson 2: Evaluating Polynomials
Lesson 2: Evaluating Polynomials


Lesson 3: Graphing Polynomials		1. Polynomial vocabulary 2. Characteristics of quadratic functions: graphs
Lesson 3: Graphing Polynomials
1. Polynomial vocabulary 2. Characteristics of quadratic functions: graphs

Lesson 4: Adding Polynomials		1. Add and subtract polynomials
Lesson 4: Adding Polynomials
1. Add and subtract polynomials

Lesson 5: Multiplying Polynomials		1. Multiply polynomials using area models 2. Multiply polynomials
Lesson 5: Multiplying Polynomials
1. Multiply polynomials using area models 2. Multiply polynomials

Lesson 6: Fitting Polynomials to Data
Lesson 6: Fitting Polynomials to Data

Sub-Unit 2 - Polynomials and Their Factors
Lesson 7: Connecting Factors and Zeros		1. Find the roots of factored polynomials
Lesson 7: Connecting Factors and Zeros
1. Find the roots of factored polynomials

Lesson 8: From Zeros to Polynomials		1. Write a polynomial from its roots
Lesson 8: From Zeros to Polynomials
1. Write a polynomial from its roots

Lesson 9: End Behavior		1. Match polynomials and graphs using end behavior
Lesson 9: End Behavior
1. Match polynomials and graphs using end behavior

Lesson 10: Multiplicity		1. Match polynomials and graphs using zeros
Lesson 10: Multiplicity
1. Match polynomials and graphs using zeros

Lesson 11: Finding Intersections		1. Solve a system of linear and quadratic equations by graphing: parabolas 2. Solve a system of linear and quadratic equations: parabolas
Lesson 11: Finding Intersections
1. Solve a system of linear and quadratic equations by graphing: parabolas 2. Solve a system of linear and quadratic equations: parabolas
Sub-Unit 3 - Dividing Polynomials
Lesson 12: Dividing With Diagrams		1. Factor quadratics using algebra tiles
Lesson 12: Dividing With Diagrams
1. Factor quadratics using algebra tiles

Lesson 13: Polynomial Division		1. Divide polynomials using long division: zero remainder
Lesson 13: Polynomial Division
1. Divide polynomials using long division: zero remainder

Lesson 14: What Do You Know About Polynomials?		1. Match polynomials and graphs
Lesson 14: What Do You Know About Polynomials?
1. Match polynomials and graphs

Lesson 15: The Remainder Theorem
Lesson 15: The Remainder Theorem

Sub-Unit 4 - Rational Functions
Lesson 16: Inverse Variation		1. Write and solve inverse variation equations
Lesson 16: Inverse Variation
1. Write and solve inverse variation equations

Lesson 17: Minimizing Surface Area
Lesson 17: Minimizing Surface Area


Lesson 18: Graphs of Rational Functions		1. Rational functions: asymptotes and excluded values
Lesson 18: Graphs of Rational Functions
1. Rational functions: asymptotes and excluded values

Lesson 19: End Behavior of Rational Functions		1. Simplify rational expressions 2. Divide polynomials using long division
Lesson 19: End Behavior of Rational Functions
1. Simplify rational expressions 2. Divide polynomials using long division
Sub-Unit 5 - Rational Equations
Lesson 20: Rational Equations		1. Solve rational equations
Lesson 20: Rational Equations
1. Solve rational equations

Lesson 21: Solving More Rational Equations
Lesson 21: Solving More Rational Equations


Lesson 22: Polynomial Identities		1. Factor polynomials using identities
Lesson 22: Polynomial Identities
1. Factor polynomials using identities
Capstone
Lesson 23: Will You Escape?
Lesson 23: Will You Escape?

3	Unit A2.3 Function Transformations and Conic Sections
Launch
Lesson 1: Curves in Outer Space
Lesson 1: Curves in Outer Space

Sub-Unit 1 - Translations, Reflections, and Scaling
Lesson 2: Moving Functions		1. Translations of functions
Lesson 2: Moving Functions
1. Translations of functions

Lesson 3: More Movement
Lesson 3: More Movement


Lesson 4: Reflecting Functions		1. Reflections of functions
Lesson 4: Reflecting Functions
1. Reflections of functions

Lesson 5: Scaling Outputs		1. Dilations of functions
Lesson 5: Scaling Outputs
1. Dilations of functions

Lesson 6: Scaling Inputs
Lesson 6: Scaling Inputs


Lesson 7: Expressing Transformations of Functions Algebraically		1. Function transformation rules 2. Transformations of functions 3. Describe function transformations
Lesson 7: Expressing Transformations of Functions Algebraically
1. Function transformation rules 2. Transformations of functions 3. Describe function transformations
Sub-Unit 2 - Symmetry
Lesson 8: Some Functions Have Symmetry
Lesson 8: Some Functions Have Symmetry


Lesson 9: Point Symmetry
Lesson 9: Point Symmetry


Lesson 10: Symmetry in Equations
Lesson 10: Symmetry in Equations

Sub-Unit 3 - Combining Functions
Lesson 11: Combining Functions (Part 1)		1. Add and subtract functions
Lesson 11: Combining Functions (Part 1)
1. Add and subtract functions

Lesson 12: Combining Functions (Part 2)		1. Multiply functions 2. Divide functions
Lesson 12: Combining Functions (Part 2)
1. Multiply functions 2. Divide functions

Lesson 13: Composition of Functions		1. Composition of linear functions: find a value 2. Composition of linear functions: find an equation 3. Composition of linear and quadratic functions: find a value 4. Composition of linear and quadratic functions: find an equation
Lesson 13: Composition of Functions
1. Composition of linear functions: find a value 2. Composition of linear functions: find an equation 3. Composition of linear and quadratic functions: find a value 4. Composition of linear and quadratic functions: find an equation

Lesson 14: Iterations
Lesson 14: Iterations

Sub-Unit 4 - Conic Sections
Lesson 15: Parabolas		1. Identify the direction a parabola opens 2. Find the vertex of a parabola 3. Convert equations of parabolas from general to vertex form Also consider: • Graph parabolas
Lesson 15: Parabolas
1. Identify the direction a parabola opens 2. Find the vertex of a parabola 3. Convert equations of parabolas from general to vertex form Also consider: • Graph parabolas

Lesson 16: Equations of Parabolas		1. Find the focus or directrix of a parabola 2. Write equations of parabolas in vertex form from graphs 3. Write equations of parabolas in vertex form using properties Also consider: • Find properties of a parabola from equations in general form
Lesson 16: Equations of Parabolas
1. Find the focus or directrix of a parabola 2. Write equations of parabolas in vertex form from graphs 3. Write equations of parabolas in vertex form using properties Also consider: • Find properties of a parabola from equations in general form

Lesson 17: Ellipses		1. Find the center, vertices, or co-vertices of an ellipse 2. Find the length of the major or minor axis of an ellipse 3. Find the foci of an ellipse Also consider: • Write equations of ellipses in standard form from graphs • Write equations of ellipses in standard form using properties
Lesson 17: Ellipses
1. Find the center, vertices, or co-vertices of an ellipse 2. Find the length of the major or minor axis of an ellipse 3. Find the foci of an ellipse Also consider: • Write equations of ellipses in standard form from graphs • Write equations of ellipses in standard form using properties

Lesson 18: Hyperbolas		1. Find the center of a hyperbola 2. Find the vertices of a hyperbola 3. Find the length of the transverse or conjugate axes of a hyperbola 4. Find the foci of a hyperbola 5. Write equations of hyperbolas in standard form using properties Also consider: • Find the equations for the asymptotes of a hyperbola • Write equations of hyperbolas in standard form from graphs
Lesson 18: Hyperbolas
1. Find the center of a hyperbola 2. Find the vertices of a hyperbola 3. Find the length of the transverse or conjugate axes of a hyperbola 4. Find the foci of a hyperbola 5. Write equations of hyperbolas in standard form using properties Also consider: • Find the equations for the asymptotes of a hyperbola • Write equations of hyperbolas in standard form from graphs

Lesson 19: Scaling Conics
Lesson 19: Scaling Conics

Capstone
Lesson 20: Orbits
Lesson 20: Orbits

4	Unit A2.4 Exponents, Radicals, and Complex Numbers
Launch
Lesson 1: The "In-Between"		1. Estimate square roots and cube roots
Lesson 1: The "In-Between"
1. Estimate square roots and cube roots
Sub-Unit 1 - Exponent Properties
Lesson 2: Properties of Exponents		1. Exponents: multiplication, division, and power rules
Lesson 2: Properties of Exponents
1. Exponents: multiplication, division, and power rules

Lesson 3: Square Roots and Cube Roots
Lesson 3: Square Roots and Cube Roots


Lesson 4: Exponents That Are Unit Fractions
Lesson 4: Exponents That Are Unit Fractions


Lesson 5: Positive Rational Exponents		1. Evaluate whole numbers raised to positive rational exponents
Lesson 5: Positive Rational Exponents
1. Evaluate whole numbers raised to positive rational exponents

Lesson 6: Negative Rational Exponents		1. Evaluate rational exponents
Lesson 6: Negative Rational Exponents
1. Evaluate rational exponents
Sub-Unit 2 - Solving Equations With Radicals
Lesson 7: Squares and Square Roots
Lesson 7: Squares and Square Roots


Lesson 8: Inequivalent Equations
Lesson 8: Inequivalent Equations


Lesson 9: Cubes and Cube Roots		1. Solve equations using cube roots
Lesson 9: Cubes and Cube Roots
1. Solve equations using cube roots

Lesson 10: Solving Radical Equations		1. Solve radical equations
Lesson 10: Solving Radical Equations
1. Solve radical equations
Sub-Unit 3 - Complex Numbers
Lesson 11: A New Kind of Number
Lesson 11: A New Kind of Number


Lesson 12: Introducing the Number i		1. Introduction to complex numbers
Lesson 12: Introducing the Number i
1. Introduction to complex numbers

Lesson 13: The Complex Plane		1. Add and subtract complex numbers 2. Write and graph complex numbers using the complex plane
Lesson 13: The Complex Plane
1. Add and subtract complex numbers 2. Write and graph complex numbers using the complex plane

Lesson 14: Complex Number Arithmetic (Part 1)		1. Multiply complex numbers
Lesson 14: Complex Number Arithmetic (Part 1)
1. Multiply complex numbers

Lesson 15: Complex Number Arithmetic (Part 2)		1. Powers of i
Lesson 15: Complex Number Arithmetic (Part 2)
1. Powers of i

Lesson 16: Complex Conjugates		1. Complex conjugates 2. Divide complex numbers Also consider: • Add, subtract, multiply, and divide complex numbers
Lesson 16: Complex Conjugates
1. Complex conjugates 2. Divide complex numbers Also consider: • Add, subtract, multiply, and divide complex numbers
Sub-Unit 4 - Quadratics and Complex Numbers
Lesson 17: Solving Quadratic Equations (Part 1)		1. Solve a quadratic equation by completing the square 2. Solve a quadratic equation using the quadratic formula Also consider: • Complete the square
Lesson 17: Solving Quadratic Equations (Part 1)
1. Solve a quadratic equation by completing the square 2. Solve a quadratic equation using the quadratic formula Also consider: • Complete the square

Lesson 18: Solving Quadratic Equations (Part 2)		1. Using the discriminant 2. Solve a quadratic equation using square roots
Lesson 18: Solving Quadratic Equations (Part 2)
1. Using the discriminant 2. Solve a quadratic equation using square roots

Lesson 19: The Fundamental Theorem of Algebra		1. Fundamental Theorem of Algebra
Lesson 19: The Fundamental Theorem of Algebra
1. Fundamental Theorem of Algebra
Capstone
Lesson 20: The Mandelbrot Set
Lesson 20: The Mandelbrot Set

5	Unit A2.5 Exponential and Logarithmic Functions
Launch
Lesson 1: Saving and Borrowing		1. Compound interest: word problems
Lesson 1: Saving and Borrowing
1. Compound interest: word problems
Sub-Unit 1 - Translations, Reflections, and Scaling
Lesson 2: Growing and Decaying		1. Compare linear and exponential growth 2. Describe linear and exponential growth and decay Also consider: • Identify linear, quadratic, and exponential functions from tables • Identify linear, quadratic, and exponential functions from graphs
Lesson 2: Growing and Decaying
1. Compare linear and exponential growth 2. Describe linear and exponential growth and decay Also consider: • Identify linear, quadratic, and exponential functions from tables • Identify linear, quadratic, and exponential functions from graphs

Lesson 3: Understanding Rational Inputs		1. Graph exponential functions
Lesson 3: Understanding Rational Inputs
1. Graph exponential functions

Lesson 4: Representing Functions at Rational Inputs		1. Evaluate exponential functions
Lesson 4: Representing Functions at Rational Inputs
1. Evaluate exponential functions

Lesson 5: Changes Over Rational Intervals		1. Exponential functions over unit intervals
Lesson 5: Changes Over Rational Intervals
1. Exponential functions over unit intervals

Lesson 6: Writing Equations for Exponential Functions		1. Write exponential functions: word problems
Lesson 6: Writing Equations for Exponential Functions
1. Write exponential functions: word problems

Lesson 7: Interpreting and Using Exponential Functions		1. Exponential growth and decay: word problems
Lesson 7: Interpreting and Using Exponential Functions
1. Exponential growth and decay: word problems

Lesson 8: Transforming and Modeling With Exponential Functions		1. Match exponential functions and graphs
Lesson 8: Transforming and Modeling With Exponential Functions
1. Match exponential functions and graphs
Sub-Unit 2 - Logarithms
Lesson 9: Unknown Exponents		1. Find values of inverse functions from tables 2. Find values of inverse functions from graphs
Lesson 9: Unknown Exponents
1. Find values of inverse functions from tables 2. Find values of inverse functions from graphs

Lesson 10: What Is a Logarithm?
Lesson 10: What Is a Logarithm?


Lesson 11: Interpreting and Writing Logarithmic Equations		1. Convert between exponential and logarithmic form: rational bases
Lesson 11: Interpreting and Writing Logarithmic Equations
1. Convert between exponential and logarithmic form: rational bases

Lesson 12: Evaluating Logarithmic Expressions		1. Evaluate logarithms 2. Evaluate logarithms using a calculator
Lesson 12: Evaluating Logarithmic Expressions
1. Evaluate logarithms 2. Evaluate logarithms using a calculator
Sub-Unit 3 - The Natural Logarithm and e
Lesson 13: The Number e
Lesson 13: The Number e


Lesson 14: Exponential Functions With Base e		1. Continuously compounded interest: word problems
Lesson 14: Exponential Functions With Base e
1. Continuously compounded interest: word problems

Lesson 15: Solving Exponential and Logarithmic Equations		1. Solve exponential equations using natural logarithms 2. Solve logarithmic equations I Also consider: • Convert between natural exponential and logarithmic form • Evaluate natural logarithms
Lesson 15: Solving Exponential and Logarithmic Equations
1. Solve exponential equations using natural logarithms 2. Solve logarithmic equations I Also consider: • Convert between natural exponential and logarithmic form • Evaluate natural logarithms

Lesson 16: Properties of Logarithms		1. Properties of logarithms: mixed review 2. Evaluate logarithms using properties 3. Solve logarithmic equations II Also consider: • Identify properties of logarithms • Product property of logarithms • Quotient property of logarithms • Power property of logarithms • Change of base formula
Lesson 16: Properties of Logarithms
1. Properties of logarithms: mixed review 2. Evaluate logarithms using properties 3. Solve logarithmic equations II Also consider: • Identify properties of logarithms • Product property of logarithms • Quotient property of logarithms • Power property of logarithms • Change of base formula
Sub-Unit 4 - Logarithmic Functions and Their Graphs
Lesson 17: Using Graphs and Logarithms to Solve Problems
Lesson 17: Using Graphs and Logarithms to Solve Problems


Lesson 18: Using Graphs to Solve Problems
Lesson 18: Using Graphs to Solve Problems


Lesson 19: Logarithmic Functions		1. Graph logarithmic functions
Lesson 19: Logarithmic Functions
1. Graph logarithmic functions

Lesson 20: Transforming Logarithmic Functions
Lesson 20: Transforming Logarithmic Functions

Capstone
Lesson 21: Exploding Debt
Lesson 21: Exploding Debt

6	Unit A2.6 Trigonometric Functions
Launch
Lesson 1: Cycles
Lesson 1: Cycles

Sub-Unit 1 - Translations, Reflections, and Scaling
Lesson 2: Moving in Circles		1. Pythagorean Theorem and its converse
Lesson 2: Moving in Circles
1. Pythagorean Theorem and its converse

Lesson 3: Revisiting Right Triangles		1. Trigonometric ratios: sin, cos, and tan 2. Trigonometric ratios in similar right triangles
Lesson 3: Revisiting Right Triangles
1. Trigonometric ratios: sin, cos, and tan 2. Trigonometric ratios in similar right triangles

Lesson 4: The Unit Circle (Part 1)
Lesson 4: The Unit Circle (Part 1)


Lesson 5: The Unit Circle (Part 2)		1. Quadrants 2. Convert between radians and degrees 3. Find trigonometric ratios using the unit circle
Lesson 5: The Unit Circle (Part 2)
1. Quadrants 2. Convert between radians and degrees 3. Find trigonometric ratios using the unit circle
Sub-Unit 2 - Trigonometric Identities
Lesson 6: The Pythagorean Identity (Part 1)
Lesson 6: The Pythagorean Identity (Part 1)


Lesson 7: The Pythagorean Identity (Part 2)
Lesson 7: The Pythagorean Identity (Part 2)


Lesson 8: Law of Sines		1. Law of Sines 2. Area of a triangle: Law of Sines
Lesson 8: Law of Sines
1. Law of Sines 2. Area of a triangle: Law of Sines

Lesson 9: Law of Cosines		1. Law of Cosines 2. Solve a triangle
Lesson 9: Law of Cosines
1. Law of Cosines 2. Solve a triangle

Lesson 10: Sum of Angles		1. Trigonometric sum and difference identities
Lesson 10: Sum of Angles
1. Trigonometric sum and difference identities
Sub-Unit 3 - Modeling Periodic Phenomena
Lesson 11: Determining Unknown Coordinates on a Circle
Lesson 11: Determining Unknown Coordinates on a Circle


Lesson 12: Rising and Falling
Lesson 12: Rising and Falling


Lesson 13: Introducing Trigonometric Functions
Lesson 13: Introducing Trigonometric Functions


Lesson 14: Beyond 2π		1. Coterminal angles
Lesson 14: Beyond 2π
1. Coterminal angles

Lesson 15: Extending the Domain of Trigonometric Functions		1. Find properties of sine functions 2. Find properties of cosine functions Also consider: • Graph sine functions • Graph cosine functions
Lesson 15: Extending the Domain of Trigonometric Functions
1. Find properties of sine functions 2. Find properties of cosine functions Also consider: • Graph sine functions • Graph cosine functions

Lesson 16: The Tangent Function		1. Symmetry and periodicity of sine, cosine, and tangent functions
Lesson 16: The Tangent Function
1. Symmetry and periodicity of sine, cosine, and tangent functions
Sub-Unit 4 - Trigonometric Transformations
Lesson 17: Amplitude and Midline
Lesson 17: Amplitude and Midline


Lesson 18: Transforming Trigonometric Functions		1. Graph translations of sine functions 2. Graph translations of cosine functions 3. Graph translations of sine and cosine functions
Lesson 18: Transforming Trigonometric Functions
1. Graph translations of sine functions 2. Graph translations of cosine functions 3. Graph translations of sine and cosine functions

Lesson 19: Features of Trigonometric Graphs (Part 1)		1. Write equations of sine and cosine functions from graphs 2. Write equations of sine and cosine functions using properties Also consider: • Write equations of sine functions from graphs • Write equations of cosine functions from graphs
Lesson 19: Features of Trigonometric Graphs (Part 1)
1. Write equations of sine and cosine functions from graphs 2. Write equations of sine and cosine functions using properties Also consider: • Write equations of sine functions from graphs • Write equations of cosine functions from graphs

Lesson 20: Features of Trigonometric Graphs (Part 2)		1. Write equations of sine functions using properties 2. Write equations of cosine functions using properties
Lesson 20: Features of Trigonometric Graphs (Part 2)
1. Write equations of sine functions using properties 2. Write equations of cosine functions using properties

Lesson 21: Comparing Transformations
Lesson 21: Comparing Transformations


Lesson 22: Modeling Circular Motion		1. Radians and arc length
Lesson 22: Modeling Circular Motion
1. Radians and arc length

Lesson 23: Modeling Periodic Data With Trigonometric Functions
Lesson 23: Modeling Periodic Data With Trigonometric Functions

Capstone
Lesson 24: Making Waves
Lesson 24: Making Waves

7	Unit A2.7 Statistical Inferences
Launch
Lesson 1: Ring the Bell
Lesson 1: Ring the Bell

Sub-Unit 1 - Statistical Studies
Lesson 2: Being Skeptical
Lesson 2: Being Skeptical


Lesson 3: Study Types		1. Identify statistical questions
Lesson 3: Study Types
1. Identify statistical questions

Lesson 4: Randomness in Groups
Lesson 4: Randomness in Groups

Sub-Unit 2 - Normal Distributions
Lesson 5: Describing Distributions
Lesson 5: Describing Distributions


Lesson 6: Normal Distributions
Lesson 6: Normal Distributions


Lesson 7: Relative Frequency Histograms		1. Create relative frequency tables
Lesson 7: Relative Frequency Histograms
1. Create relative frequency tables

Lesson 8: Areas in Histograms		1. Find probabilities using the normal distribution I
Lesson 8: Areas in Histograms
1. Find probabilities using the normal distribution I

Lesson 9: Areas Under a Normal Curve		1. Find probabilities using the normal distribution II 2. Find z-values 3. Find values of normal variables
Lesson 9: Areas Under a Normal Curve
1. Find probabilities using the normal distribution II 2. Find z-values 3. Find values of normal variables
Sub-Unit 3 - Sampling
Lesson 10: Not Always Ideal		1. Expected values for a game of chance
Lesson 10: Not Always Ideal
1. Expected values for a game of chance

Lesson 11: Variability in Samples
Lesson 11: Variability in Samples


Lesson 12: Estimating Population Proportions		1. Find confidence intervals for population proportions
Lesson 12: Estimating Population Proportions
1. Find confidence intervals for population proportions

Lesson 13: Reducing Margins of Error
Lesson 13: Reducing Margins of Error


Lesson 14: Estimating Population Means		1. Find confidence intervals for population means 2. Interpret confidence intervals for population means
Lesson 14: Estimating Population Means
1. Find confidence intervals for population means 2. Interpret confidence intervals for population means
Sub-Unit 4 - Analyzing Experimental Data
Lesson 15: Experimental Design		1. Experiment design
Lesson 15: Experimental Design
1. Experiment design

Lesson 16: Using Normal Distributions for Experimental Analysis		1. Analyze the results of an experiment using simulations
Lesson 16: Using Normal Distributions for Experimental Analysis
1. Analyze the results of an experiment using simulations

Lesson 17: Are the Results Significant?
Lesson 17: Are the Results Significant?

Capstone
Lesson 18: Analyze Your Findings
Lesson 18: Analyze Your Findings

This document includes the IXL® skill alignments to Amplify Education, Inc.'s Amplify Math curriculum. IXL provides skill alignments as a service to teachers, students, and parents. The skill alignments are provided by IXL and are not affiliated with, sponsored by, reviewed, approved or endorsed by Amplify Education, Inc. or any other third party. IXL® and IXL Learning® are registered trademarks of IXL Learning, Inc. All other intellectual property rights (e.g., unregistered and registered trademarks and copyrights) are the property of their respective owners.