IXL skill plan | Integrated 2 plan for Carnegie Learning Math (2018)

Skill plan for Carnegie Learning Math (2018) - Integrated 2

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

Module

Print skill plan

1	Module 1 Reasoning with Shapes
Topic 1 - Composing and Decomposing Shapes
Lesson 1.1: Running Circles Around Geometry		1. Parts of a circle 2. Identify complementary, supplementary, vertical, adjacent, and congruent angles 3. Transversals: name angle pairs
Lesson 1.1: Running Circles Around Geometry
1. Parts of a circle 2. Identify complementary, supplementary, vertical, adjacent, and congruent angles 3. Transversals: name angle pairs

Lesson 1.2: The Quad Squad		1. Properties of kites 2. Properties of trapezoids 3. Review: properties of quadrilaterals 4. Angles in inscribed quadrilaterals I Also consider: • Proving a quadrilateral is a parallelogram • Properties of parallelograms • Properties of squares and rectangles • Properties of rhombuses
Lesson 1.2: The Quad Squad
1. Properties of kites 2. Properties of trapezoids 3. Review: properties of quadrilaterals 4. Angles in inscribed quadrilaterals I Also consider: • Proving a quadrilateral is a parallelogram • Properties of parallelograms • Properties of squares and rectangles • Properties of rhombuses

Lesson 1.3: Tri- Tri- Tri- and Separate Them		1. Identify hypotheses and conclusions 2. Conditionals, converses, and biconditionals Also consider: • Triangle Inequality Theorem • Triangle Angle-Sum Theorem • Exterior Angle Theorem
Lesson 1.3: Tri- Tri- Tri- and Separate Them
1. Identify hypotheses and conclusions 2. Conditionals, converses, and biconditionals Also consider: • Triangle Inequality Theorem • Triangle Angle-Sum Theorem • Exterior Angle Theorem

Lesson 1.4: What's the Point?		1. Construct the circumcenter or incenter of a triangle 2. Construct the centroid or orthocenter of a triangle Also consider: • Identify medians, altitudes, angle bisectors, and perpendicular bisectors • Construct the inscribed or circumscribed circle of a triangle • Find the centroid of a triangle
Lesson 1.4: What's the Point?
1. Construct the circumcenter or incenter of a triangle 2. Construct the centroid or orthocenter of a triangle Also consider: • Identify medians, altitudes, angle bisectors, and perpendicular bisectors • Construct the inscribed or circumscribed circle of a triangle • Find the centroid of a triangle
Topic 2 - Justifying Line and Angle Relationships
Lesson 2.1: Proof Positive		1. Proofs involving angles Also consider: • Properties of equality • Additive property of length • Find measures of complementary, supplementary, vertical, and adjacent angles • Angle diagrams: solve for the variable
Lesson 2.1: Proof Positive
1. Proofs involving angles Also consider: • Properties of equality • Additive property of length • Find measures of complementary, supplementary, vertical, and adjacent angles • Angle diagrams: solve for the variable

Lesson 2.2: A Parallel Universe		1. Proofs involving parallel lines I 2. Proofs involving parallel lines II Also consider: • Transversals of parallel lines: find angle measures • Transversals of parallel lines: solve for x
Lesson 2.2: A Parallel Universe
1. Proofs involving parallel lines I 2. Proofs involving parallel lines II Also consider: • Transversals of parallel lines: find angle measures • Transversals of parallel lines: solve for x

Lesson 2.3: Ins and Outs		1. Proofs involving triangles I 2. Interior angles of polygons 3. Exterior angles of polygons Also consider: • Review: interior and exterior angles of polygons
Lesson 2.3: Ins and Outs
1. Proofs involving triangles I 2. Interior angles of polygons 3. Exterior angles of polygons Also consider: • Review: interior and exterior angles of polygons

Lesson 2.4: Identical Twins		1. Proofs involving isosceles triangles 2. Special right triangles Also consider: • Perpendicular Bisector Theorem • Proving triangles congruent by SSS, SAS, ASA, and AAS • Proofs involving corresponding parts of congruent triangles
Lesson 2.4: Identical Twins
1. Proofs involving isosceles triangles 2. Special right triangles Also consider: • Perpendicular Bisector Theorem • Proving triangles congruent by SSS, SAS, ASA, and AAS • Proofs involving corresponding parts of congruent triangles

Lesson 2.5: Corners in a Round Room		1. Inscribed angles 2. Angles in inscribed right triangles 3. Tangent lines 4. Angles formed by chords, secants, and tangents Also consider: • Central angles and arc measures • Angles in inscribed quadrilaterals II • Construct a tangent line to a circle
Lesson 2.5: Corners in a Round Room
1. Inscribed angles 2. Angles in inscribed right triangles 3. Tangent lines 4. Angles formed by chords, secants, and tangents Also consider: • Central angles and arc measures • Angles in inscribed quadrilaterals II • Construct a tangent line to a circle

Checkpoint opportunity		1. Checkpoint: Line and angle theorems 2. Checkpoint: Laws of Sines and Cosines 3. Checkpoint: Geometric constructions
Checkpoint opportunity
1. Checkpoint: Line and angle theorems 2. Checkpoint: Laws of Sines and Cosines 3. Checkpoint: Geometric constructions
Topic 3 - Using Congruence Theorems
Lesson 3.1: SSS, SAS, AAS,... S.O.S!		1. Hypotenuse-Leg Theorem Also consider: • Segments formed by chords, secants, and tangents
Lesson 3.1: SSS, SAS, AAS,... S.O.S!
1. Hypotenuse-Leg Theorem Also consider: • Segments formed by chords, secants, and tangents

Lesson 3.2: Props To You		1. Proofs involving triangles and quadrilaterals 2. Proofs involving quadrilaterals Also consider: • Classify quadrilaterals on the coordinate plane: justify your answer
Lesson 3.2: Props To You
1. Proofs involving triangles and quadrilaterals 2. Proofs involving quadrilaterals Also consider: • Classify quadrilaterals on the coordinate plane: justify your answer

Lesson 3.3: Three-Chord Song		1. Arcs and chords
Lesson 3.3: Three-Chord Song
1. Arcs and chords

Checkpoint opportunity		1. Checkpoint: Parallelogram theorems 2. Checkpoint: Similarity transformations
Checkpoint opportunity
1. Checkpoint: Parallelogram theorems 2. Checkpoint: Similarity transformations

2	Module 2 Investigating Proportionality
Topic 1 - Similarity
Lesson 1.1: Big, Little, Big, Little		1. Dilations: graph the image 2. Dilations: find the scale factor 3. Identify similar figures Also consider: • Classify dilations • Dilations: find the scale factor and center of the dilation
Lesson 1.1: Big, Little, Big, Little
1. Dilations: graph the image 2. Dilations: find the scale factor 3. Identify similar figures Also consider: • Classify dilations • Dilations: find the scale factor and center of the dilation

Lesson 1.2: Similar Triangles or Not?		1. Angle-angle criterion for similar triangles 2. Similarity rules for triangles Also consider: • Similar triangles and similarity transformations • Prove similarity statements
Lesson 1.2: Similar Triangles or Not?
1. Angle-angle criterion for similar triangles 2. Similarity rules for triangles Also consider: • Similar triangles and similarity transformations • Prove similarity statements

Lesson 1.3: Keep It in Proportion		1. Triangle Proportionality Theorem 2. Midsegments of triangles 3. Proofs involving triangles II Also consider: • Dilations: find length, perimeter, and area • Dilations and parallel lines
Lesson 1.3: Keep It in Proportion
1. Triangle Proportionality Theorem 2. Midsegments of triangles 3. Proofs involving triangles II Also consider: • Dilations: find length, perimeter, and area • Dilations and parallel lines

Lesson 1.4: This Isn't Your Average Mean		1. Similarity and altitudes in right triangles 2. Prove the Pythagorean theorem Also consider: • Proofs involving similarity in right triangles
Lesson 1.4: This Isn't Your Average Mean
1. Similarity and altitudes in right triangles 2. Prove the Pythagorean theorem Also consider: • Proofs involving similarity in right triangles

Lesson 1.5: Run It Up the Flagpole		1. Similar triangles and indirect measurement Also consider: • Side lengths and angle measures in similar figures
Lesson 1.5: Run It Up the Flagpole
1. Similar triangles and indirect measurement Also consider: • Side lengths and angle measures in similar figures

Lesson 1.6: Jack's Spare Key		1. Partition a line segment in a given ratio
Lesson 1.6: Jack's Spare Key
1. Partition a line segment in a given ratio

Checkpoint opportunity		1. Checkpoint: Transformations in the plane 2. Checkpoint: Dilations 3. Checkpoint: Similarity transformations 4. Checkpoint: Triangle theorems 5. Checkpoint: Triangle similarity and congruence 6. Checkpoint: Parallel and perpendicular lines 7. Checkpoint: Partition a line segment
Checkpoint opportunity
1. Checkpoint: Transformations in the plane 2. Checkpoint: Dilations 3. Checkpoint: Similarity transformations 4. Checkpoint: Triangle theorems 5. Checkpoint: Triangle similarity and congruence 6. Checkpoint: Parallel and perpendicular lines 7. Checkpoint: Partition a line segment
Topic 2 - Trigonometry
Lesson 2.1: Three Angle Measure		1. Trigonometric ratios in similar right triangles
Lesson 2.1: Three Angle Measure
1. Trigonometric ratios in similar right triangles

Lesson 2.2: The Tangent Ratio		1. Tangent and cotangent ratios 2. Find angle measures using inverse tangent
Lesson 2.2: The Tangent Ratio
1. Tangent and cotangent ratios 2. Find angle measures using inverse tangent

Lesson 2.3: The Sine Ratio Lesson 2.4: The Cosine Ratio		1. Trigonometric ratios: sin, cos, and tan 2. Trigonometric ratios with radicals: sin, cos, and tan 3. Inverses of trigonometric functions 4. Find trigonometric functions of special angles 5. Find trigonometric functions using a calculator 6. Trigonometric ratios: find a side length 7. Trigonometric ratios: find an angle measure Also consider: • Solve a right triangle
Lesson 2.3: The Sine Ratio Lesson 2.4: The Cosine Ratio
1. Trigonometric ratios: sin, cos, and tan 2. Trigonometric ratios with radicals: sin, cos, and tan 3. Inverses of trigonometric functions 4. Find trigonometric functions of special angles 5. Find trigonometric functions using a calculator 6. Trigonometric ratios: find a side length 7. Trigonometric ratios: find an angle measure Also consider: • Solve a right triangle

Lesson 2.5: We Complement Each Other		1. Sine and cosine of complementary angles
Lesson 2.5: We Complement Each Other
1. Sine and cosine of complementary angles

Checkpoint opportunity		1. Checkpoint: Right triangle trigonometry
Checkpoint opportunity
1. Checkpoint: Right triangle trigonometry
Topic 3 - Circles and Volume
Lesson 3.1: All Circles Great and Small		1. Similarity of circles 2. Arc length 3. Radians and arc length Also consider: • Convert between radians and degrees
Lesson 3.1: All Circles Great and Small
1. Similarity of circles 2. Arc length 3. Radians and arc length Also consider: • Convert between radians and degrees

Lesson 3.2: A Slice of Pi		1. Understand arc length and sector area of a circle 2. Area of sectors
Lesson 3.2: A Slice of Pi
1. Understand arc length and sector area of a circle 2. Area of sectors

Lesson 3.3: Cakes and Pancakes		1. Parts of three-dimensional figures 2. Volume of prisms and cylinders 3. Volume of complex prisms
Lesson 3.3: Cakes and Pancakes
1. Parts of three-dimensional figures 2. Volume of prisms and cylinders 3. Volume of complex prisms

Lesson 3.4: Get to the Point		1. Surface area 2. Volume of cylinders, cones, and spheres Also consider: • Lateral area of prisms and cylinders • Lateral area of pyramids and cones
Lesson 3.4: Get to the Point
1. Surface area 2. Volume of cylinders, cones, and spheres Also consider: • Lateral area of prisms and cylinders • Lateral area of pyramids and cones

Checkpoint opportunity		1. Checkpoint: Prove circles are similar 2. Checkpoint: Arc length and area of sectors 3. Checkpoint: Volume 4. Checkpoint: Geometric modeling and design 5. Checkpoint: Density
Checkpoint opportunity
1. Checkpoint: Prove circles are similar 2. Checkpoint: Arc length and area of sectors 3. Checkpoint: Volume 4. Checkpoint: Geometric modeling and design 5. Checkpoint: Density

3	Module 3 Exploring Functions
Topic 1 - Functions Derived from Linear Relationships
Lesson 1.1: Putting the V in Absolute Value		1. Graph an absolute value function 2. Transformations of absolute value functions: translations, reflections, and dilations Also consider: • Complete a function table: absolute value functions • Domain and range of absolute value functions: graphs • Describe function transformations
Lesson 1.1: Putting the V in Absolute Value
1. Graph an absolute value function 2. Transformations of absolute value functions: translations, reflections, and dilations Also consider: • Complete a function table: absolute value functions • Domain and range of absolute value functions: graphs • Describe function transformations

Lesson 1.2: Play Ball!		1. Solve absolute value equations 2. Graph solutions to absolute value inequalities 3. Solve absolute value inequalities Also consider: • Graph solutions to absolute value equations
Lesson 1.2: Play Ball!
1. Solve absolute value equations 2. Graph solutions to absolute value inequalities 3. Solve absolute value inequalities Also consider: • Graph solutions to absolute value equations

Lesson 1.3: I Graph in Pieces		1. Graph continuous piecewise-defined functions Also consider: • Evaluate piecewise-defined functions
Lesson 1.3: I Graph in Pieces
1. Graph continuous piecewise-defined functions Also consider: • Evaluate piecewise-defined functions

Lesson 1.4: Step By Step		1. Graph discontinuous piecewise-defined functions Also consider: • Find values using function graphs
Lesson 1.4: Step By Step
1. Graph discontinuous piecewise-defined functions Also consider: • Find values using function graphs

Lesson 1.5: A Riddle Wrapped in a Mystery		1. Find the inverse of a linear function 2. Find values of inverse functions from tables 3. Find values of inverse functions from graphs
Lesson 1.5: A Riddle Wrapped in a Mystery
1. Find the inverse of a linear function 2. Find values of inverse functions from tables 3. Find values of inverse functions from graphs
Topic 2 - Exponentials
Lesson 2.1: Got Chills... They're Multiplyin'		1. Multiply radicals 2. Solve exponential equations by rewriting the base Also consider: • Power rule with rational exponents • Simplify expressions involving rational exponents • Simplify radical expressions involving fractions • Add and subtract radical expressions
Lesson 2.1: Got Chills... They're Multiplyin'
1. Multiply radicals 2. Solve exponential equations by rewriting the base Also consider: • Power rule with rational exponents • Simplify expressions involving rational exponents • Simplify radical expressions involving fractions • Add and subtract radical expressions

Lesson 2.2: Turn That Frown Upside Down		1. Simple interest: word problems 2. Compound interest: word problems 3. Compare linear and exponential growth
Lesson 2.2: Turn That Frown Upside Down
1. Simple interest: word problems 2. Compound interest: word problems 3. Compare linear and exponential growth

Lesson 2.3: Just So... Basic		1. Exponential growth and decay: word problems Also consider: • Match exponential functions and graphs II
Lesson 2.3: Just So... Basic
1. Exponential growth and decay: word problems Also consider: • Match exponential functions and graphs II

Lesson 2.4: Saving Strategies		1. Add and subtract functions
Lesson 2.4: Saving Strategies
1. Add and subtract functions
Topic 3 - Introduction to Quadratic Functions
Lesson 3.1: Up and Down or Down and Up		1. Use zeros to match quadratic functions and graphs 2. Domain and range of quadratic functions: graphs
Lesson 3.1: Up and Down or Down and Up
1. Use zeros to match quadratic functions and graphs 2. Domain and range of quadratic functions: graphs

Lesson 3.2: Endless Forms Most Beautiful		1. Characteristics of quadratic functions: graphs 2. Interpret parts of quadratic expressions: word problems Also consider: • Graph quadratic functions in standard form • Write linear, quadratic, and exponential functions from tables • Domain and range of quadratic functions: equations
Lesson 3.2: Endless Forms Most Beautiful
1. Characteristics of quadratic functions: graphs 2. Interpret parts of quadratic expressions: word problems Also consider: • Graph quadratic functions in standard form • Write linear, quadratic, and exponential functions from tables • Domain and range of quadratic functions: equations

Lesson 3.3: More Than Meets the Eye		1. Transformations of quadratic functions 2. Graph quadratic functions in vertex form 3. Write a quadratic function in vertex form from its vertex and another point Also consider: • Characteristics of quadratic functions: equations
Lesson 3.3: More Than Meets the Eye
1. Transformations of quadratic functions 2. Graph quadratic functions in vertex form 3. Write a quadratic function in vertex form from its vertex and another point Also consider: • Characteristics of quadratic functions: equations

Lesson 3.4: You Lose Some, You Lose Some		1. Compare linear, exponential, and quadratic growth
Lesson 3.4: You Lose Some, You Lose Some
1. Compare linear, exponential, and quadratic growth

4	Module 4 Seeing Structure
Topic 1 - Solving Quadratic Equations
Lesson 1.1: This Time, with Polynomials		1. Polynomial vocabulary 2. Add and subtract polynomials 3. Multiply polynomials Also consider: • Multiply polynomials using area models • Multiply two binomials: special cases • Add polynomials to find perimeter • Multiply polynomials to find area
Lesson 1.1: This Time, with Polynomials
1. Polynomial vocabulary 2. Add and subtract polynomials 3. Multiply polynomials Also consider: • Multiply polynomials using area models • Multiply two binomials: special cases • Add polynomials to find perimeter • Multiply polynomials to find area

Lesson 1.2: Solutions, More or Less		1. Solve a quadratic equation using square roots 2. Solve a quadratic equation using the zero product property Also consider: • Simplify radical expressions • Write a quadratic function from its zeros • Solve quadratic equations by factoring: differences of squares
Lesson 1.2: Solutions, More or Less
1. Solve a quadratic equation using square roots 2. Solve a quadratic equation using the zero product property Also consider: • Simplify radical expressions • Write a quadratic function from its zeros • Solve quadratic equations by factoring: differences of squares

Lesson 1.3: Transforming Solutions		1. Match quadratic functions and graphs
Lesson 1.3: Transforming Solutions
1. Match quadratic functions and graphs

Lesson 1.4: The Missing Link		1. Factor quadratics with other leading coefficients 2. Solve a quadratic equation by factoring 3. Complete the square 4. Solve a quadratic equation by completing the square Also consider: • Write a quadratic function in vertex form • Factor quadratics with leading coefficient 1 • Factor by grouping • Factor polynomials • Factor using a quadratic pattern
Lesson 1.4: The Missing Link
1. Factor quadratics with other leading coefficients 2. Solve a quadratic equation by factoring 3. Complete the square 4. Solve a quadratic equation by completing the square Also consider: • Write a quadratic function in vertex form • Factor quadratics with leading coefficient 1 • Factor by grouping • Factor polynomials • Factor using a quadratic pattern

Lesson 1.5: Ladies and Gents, Please Welcome the Quadratic Formula!		1. Solve a quadratic equation using the quadratic formula 2. Using the discriminant 3. Properties of operations on rational and irrational numbers Also consider: • Classify rational and irrational numbers
Lesson 1.5: Ladies and Gents, Please Welcome the Quadratic Formula!
1. Solve a quadratic equation using the quadratic formula 2. Using the discriminant 3. Properties of operations on rational and irrational numbers Also consider: • Classify rational and irrational numbers
Topic 2 - Applications of Quadratic Equations
Lesson 2.1: i Want to Believe		1. Introduction to complex numbers 2. Add and subtract complex numbers 3. Multiply complex numbers 4. Solve a quadratic equation using the quadratic formula Also consider: • Write and graph complex numbers using the complex plane • Using the discriminant • Solve quadratic equations using any method
Lesson 2.1: i Want to Believe
1. Introduction to complex numbers 2. Add and subtract complex numbers 3. Multiply complex numbers 4. Solve a quadratic equation using the quadratic formula Also consider: • Write and graph complex numbers using the complex plane • Using the discriminant • Solve quadratic equations using any method

Lesson 2.2: Ahead of the Curve		1. Solve quadratic inequalities 2. Interval notation Also consider: • Graph solutions to quadratic inequalities
Lesson 2.2: Ahead of the Curve
1. Solve quadratic inequalities 2. Interval notation Also consider: • Graph solutions to quadratic inequalities

Lesson 2.3: All Systems are Go!		1. Solve a system of linear and quadratic equations Also consider: • Solve a system of linear and quadratic equations by graphing • Find solutions using a table • Approximate solutions using a table
Lesson 2.3: All Systems are Go!
1. Solve a system of linear and quadratic equations Also consider: • Solve a system of linear and quadratic equations by graphing • Find solutions using a table • Approximate solutions using a table

Lesson 2.4: Model Behavior		1. Find the inverse of a quadratic function Also consider: • Domain and range of square root functions: graphs • Graph square root functions
Lesson 2.4: Model Behavior
1. Find the inverse of a quadratic function Also consider: • Domain and range of square root functions: graphs • Graph square root functions

Checkpoint opportunity		1. Checkpoint: Polynomial operations 2. Checkpoint: Quadratic equations 3. Checkpoint: Solve equations using graphs and tables 4. Checkpoint: Radicals and rational exponents
Checkpoint opportunity
1. Checkpoint: Polynomial operations 2. Checkpoint: Quadratic equations 3. Checkpoint: Solve equations using graphs and tables 4. Checkpoint: Radicals and rational exponents
Topic 3 - Circles on a Coordinate Plane
Lesson 3.1: X² Plus Y² Equals Radius²		1. Derive equations of circles using the Pythagorean theorem 2. Write equations of circles in standard form from graphs 3. Convert equations of circles from general to standard form 4. Find properties of circles from equations in general form Also consider: • Write equations of circles in standard form using properties
Lesson 3.1: X² Plus Y² Equals Radius²
1. Derive equations of circles using the Pythagorean theorem 2. Write equations of circles in standard form from graphs 3. Convert equations of circles from general to standard form 4. Find properties of circles from equations in general form Also consider: • Write equations of circles in standard form using properties

Lesson 3.2: A Blip on the Radar		1. Determine if a point lies on a circle 2. Solve a system of linear and quadratic equations: circles
Lesson 3.2: A Blip on the Radar
1. Determine if a point lies on a circle 2. Solve a system of linear and quadratic equations: circles

Lesson 3.3: Sin² θ Plus Cos² θ Equals 1²		1. Pythagorean identities: sine and cosine
Lesson 3.3: Sin² θ Plus Cos² θ Equals 1²
1. Pythagorean identities: sine and cosine

Lesson 3.4: Going the Equidistance		1. Find properties of a parabola from a graph 2. Find properties of parabolas from equations in vertex form 3. Write equations of parabolas in vertex form using the focus and directrix 4. Graph parabolas 5. Find properties of parabolas from equations in general form Also consider: • Write equations of parabolas in vertex form from graphs • Write equations of parabolas in vertex form using properties
Lesson 3.4: Going the Equidistance
1. Find properties of a parabola from a graph 2. Find properties of parabolas from equations in vertex form 3. Write equations of parabolas in vertex form using the focus and directrix 4. Graph parabolas 5. Find properties of parabolas from equations in general form Also consider: • Write equations of parabolas in vertex form from graphs • Write equations of parabolas in vertex form using properties

Checkpoint opportunity		1. Checkpoint: Equations of circles 2. Checkpoint: Equations of parabolas
Checkpoint opportunity
1. Checkpoint: Equations of circles 2. Checkpoint: Equations of parabolas

5	Module 5 Making Informed Decisions
Topic 1 - Independence and Conditional Probability
Lesson 1.1: What Are the Chances?		1. Sample spaces for compound events 2. Identify independent and dependent events 3. Counting principle Also consider: • Probability of simple events and opposite events • Outcomes of compound events • Write a discrete probability distribution
Lesson 1.1: What Are the Chances?
1. Sample spaces for compound events 2. Identify independent and dependent events 3. Counting principle Also consider: • Probability of simple events and opposite events • Outcomes of compound events • Write a discrete probability distribution

Lesson 1.2: And?		1. Probability of independent and dependent events
Lesson 1.2: And?
1. Probability of independent and dependent events

Lesson 1.3: Or?		1. Probability of mutually exclusive events and overlapping events 2. Find probabilities using the addition rule Also consider: • Theoretical and experimental probability
Lesson 1.3: Or?
1. Probability of mutually exclusive events and overlapping events 2. Find probabilities using the addition rule Also consider: • Theoretical and experimental probability

Lesson 1.4: And, Or, and More!		1. Probability: mixed review
Lesson 1.4: And, Or, and More!
1. Probability: mixed review
Topic 2 - Computing Probabilities
Lesson 2.1: Table Talk		1. Identify independent events 2. Interpret two-way frequency tables
Lesson 2.1: Table Talk
1. Identify independent events 2. Interpret two-way frequency tables

Lesson 2.2: It All Depends		1. Find conditional probabilities using two-way frequency tables 2. Find conditional probabilities 3. Independence and conditional probability
Lesson 2.2: It All Depends
1. Find conditional probabilities using two-way frequency tables 2. Find conditional probabilities 3. Independence and conditional probability

Lesson 2.3: Give Me 5!		1. Factorials 2. Permutations 3. Permutation and combination notation 4. Find probabilities using combinations and permutations
Lesson 2.3: Give Me 5!
1. Factorials 2. Permutations 3. Permutation and combination notation 4. Find probabilities using combinations and permutations

Lesson 2.4: A Different Kind of Court Trial		1. Find probabilities using the binomial distribution
Lesson 2.4: A Different Kind of Court Trial
1. Find probabilities using the binomial distribution

Lesson 2.5: What Do You Expect?		1. Geometric probability 2. Expected value
Lesson 2.5: What Do You Expect?
1. Geometric probability 2. Expected value

Checkpoint opportunity		1. Checkpoint: Probabilities of compound events 2. Checkpoint: Understand independence and conditional probability
Checkpoint opportunity
1. Checkpoint: Probabilities of compound events 2. Checkpoint: Understand independence and conditional probability

This document includes the IXL® skill alignments to Carnegie Learning's Carnegie Learning Math (2018) 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 Carnegie Learning 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.