Florida MAFS Basic Algebra II

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Select the number of each type of objective: (Selecting Random will randomly generate all subtypes) Click on any title to see the free sample worksheet. (only the first few samples are free) (Random) Unit 1: Polynomial, Rational, and Radical Relationships A.APR.1.1 a. Identifying Basic Field Properties b. Identifying Properties of Equality c. Identifying Reflexive, Symmetric, Transitive d. Using the Distributive Law (First Steps) e. Using the Distributive Law f. Identifying Axioms of Inequalities (Random) Unit 1: Polynomials, Rational, and Radical Relationships A.APR.2.2-3 a. Using Descartes's Rule of Signs b. Using Synthetic Division to Find Roots c. Finding Roots of Polynomials with Rational Roots d. Finding Roots of Polynomials with at most 2 Irrational or Imaginary Roots (Random) Unit 1: Polynomial, Rational, and Radical Relationships A.APR.3.4 a. Factoring: Pulling out the GCF b. Factoring Trinomials (a=1) (Grid Factoring Video) c. Factoring Trinomials (a>1) (Grid Factoring Video) d. Factoring: Difference of Squares e. Factoring: Perfect Square Trinomials f. Factoring: Sum and Difference of Cubes g. Factoring: Group Factorable h. Factoring: Combination -- Hard Factorable i. Possible Factoring Coefficients j. Identifying Trinomial Factors in Difference of Cubes (Random) Unit 1: Polynomial, Rational, and Radical Relationships A.APR.4.6-7 a. Multiplying Rational Expressions (Easier) b. Multiplying Rational Expressions (Harder) (Requires Factoring!) c. Dividing Rational Expressions (Easier) d. Dividing Rational Expressions (Harder) (Requires Factoring!) e. Adding Rational Expressions(Easier) f. Adding Rational Expressions (Harder) (Requires Factoring!) g. Subtracting Rational Expressions(Easier) h. Subtracting Rational Expressions (Harder) (Requires Factoring!) i. Mixed Rational Expressions (Multiple Operations with simplify)(Easier) (Requires Factoring GCF!) j. Mixed Rational Expressions (Multiple Operations with simplify) (Harder) (Requires Factoring!) (Random) Unit 1: Polynomial, Rational, and Radical Relationships A.REI.1.2 a. Solving Equations with Rational Expressions b. Solving Equations with Radical Expressions c. Word Problems of Radical Expressions d. Finding Zeros of a Polynomial e. Graphing a Polynomial f. Finding zeros of a Polynomial from a Graph g. Finding the X-Intercepts of a Polynomial h. Finding a Polynomial equation from Zeros i. Domain and Range of Radical Functions j. Classifying Numbers into Fields (Natural, Whole, Real, etc.) (Random) Unit 1: Polynomial, Rational, and Radical Relationships A.REI.2.4 a. Solving Quadratic Equations in Vertex form b. Solving Quadratic Equations using the Quadratic Formula c. Verifying Solutions of Quadratic Equations d. Solving Quadratic Based Word Problems (Random) Unit 1: Polynomial, Rational, and Radical Relationships A.REI.3.6-7 a. Determining the number of Solutions of a System of Linear Equations b. Determining the Types of Lines in a System of Linear Equations (intersecting, parallel, or infinite solutions) c. Solving Two Linear Equations in Two Variables with Linear Combination d. Solving Two Linear Equations in Two Variables with Substitution e. Solving Two Linear Equations in Two Variables by Graphing f. Graphing Systems of Linear Inequalities g. Verify Solution of a System of Linear Equations (Random) Unit 1: Polynomial, Rational, and Radical Relationships A.REI.4.11 a. Graphically Finding the Roots and Zeros b. Graphically Solving Quadratic Equations c. Factoring to Solve Quadratic Equations (Random) Unit 1: Polynomial, Rational, and Radical Relationships F.IF.3.7 a. Finding Zeros of Functions b. Finding Values of Functions c. Finding areas of Increasing or Decreasing for Functions d. Describing End Behavior of Polynomials e. Finding X and Y-Intercepts of Functions (Random) Unit 1: Polynomial, Rational, and Radical Relationships A.SSE.1.1-2 a. Multiplying Polynomials b. Using Synthetic Division c. Using Long Division d. Using Box Division e. Dividing Polynomials by a Binomial (requires factoring) f. Identifying GCFs g. Factoring out Monomials h. Factoring Trinomials with hints i. Factoring Trinomials (a=1) (Grid Factoring Video) j. Factoring Trinomials (a>1) (Grid Factoring Video) k. Factoring Difference of Squares l. Factoring Perfect Square Trinomials (Random) Unit 1: Polynomial, Rational, and Radical Relationships A.SSE.2.3-4 a. Multiplying Monomials (includes negative exponents) b. Dividing Monomials (includes negative exponents) c. Dividing Polynomials by a Monomial (no factoring needed) d. Solving for x in Area Problems e. Area Word Problems f. Evaluating Summations of Arithmetic Series (Number Arches Video) g. Finding the n^th term formula for a Geometric Sequence h. Evaluating Finite Summations of Geometric Series i. Evaluating Infinite Summations of Geometric Series j. Calculating Simple Interest Word Problems k. Calculating Compound Interest Word Problems (Random) Unit 1: Polynomial, Rational, and Radical Relationships N.CN.1.1-2 a. Identifying Field properties (distributive, associative, etc) (Integers) b. Identifying Field properties (Polynomials) c. Identifying Field properties (Complex Numbers) (Random) Unit 1: Polynomial, Rational, and Radical Relationships N.CN.3.7-9 a. Identifying the Number of Solutions of a Quadratic Using the Discriminant b. Solving Quadratics By The Square-Root Method c. Solving Quadratics by Graphing d. Solving Quadratics by Factoring e. Solving Quadratics by Completing the Square f. Solving Quadratics with the Quadratic Formula (Real Solutions) g. Solving Quadratics that have Imaginary Solutions h. Solving Quadratics (both imaginary and real solutions) (Random) Unit 1: Polynomial, Rational, and Radical Relationships A.REI.3.7 a. Solving Nonlinear Systems of Equations using Linear Combination b. Solving Nonlinear Systems of Equations using Substitution (Random) Unit 1: Polynomial, Rational, and Radical Relationships N.RN.1.1-2 a. Simplifying Radical Expressions (Numbers Only) b. Adding Radical Expressions (Numbers Only) c. Subtracting Radical Expressions (Numbers Only) d. Multiplying Radical Expressions (Numbers Only) e. Dividing Radical Expressions (Numbers Only) f. Simplifying Combinations of Radical Expressions (Multiple Operations -- Numbers Only) g. Simplifying Radical Expressions (Includes Variables) (Requires some factoring) h. Adding Radical Expressions (Includes Variables) (Requires some factoring) i. Subtracting Radical Expressions (Includes Variables) (Requires some factoring) j. Multiplying Radical Expressions (Includes Variables) k. Dividing Radical Expressions (Includes Variables & Requires Rationalizing Denominators) l. Converting Radicals to Exponents (Rationals) m. Converting Exponents (Rationals) to Radicals (Random) Unit 2: Trigonometric Functions F.TF.1.1-2 a. Recognize and draw an angle in standard position. b. Using the Unit Circle and Arc Length to see Radians. c. Finding the Reference Angle d. Converting from Radians to Degrees e. Converting from Degrees to Radians f. Converting from Degrees Minutes and Seconds to Degrees g. Converting from Degrees to Degrees Minutes and Seconds (Random) Unit 2: Trigonometric Functions F.TF.2.5 a. Basic Facts and Graphs of parent Trigonometric Functions b. Determining Amplitude in Graph and Equation c. Writing Equations of Amplitude and Vertical Stretch Changes d. Sketching Graphs with Amplitude Changes, Vertical Stretches, and Vertical Flips (Random) Unit 2: Trigonometric Functions F.TF.3.8 a. Define the six triangular trigonometric functions of an angle in a right triangle. b. Define the six circular trigonometric functions of an angle in standard position. c. Make the connection between the triangular and circular trigonometric functions. d. Given one trigonometric function value, find the other five trigonometric function values. e. Simplifying Pythagorean Identities f. Verifying Pythagorean Identities	(Random) Unit 3: Modeling with Functions A.CED.1.1-4 a. Identifying the degree of the polynomial b. Identifying the function graph (exponential / logarithmic / polynomial / absolute value / etc) c. Graphing Linear Inequalities d. Linear Programming Problems (Graph Supplied) e. Linear Programming Problems f. Reading Graphs for Word Problems g. Solving Literal Equations (Random) Unit 3: Modeling with Functions F.IF.2.4-6 a. Finding where a Rational Function is positive b. Finding where a Radical Function is positive c. Finding where a Linear Function is positive d. Finding where a Quadratic Function is positive e. Finding where a Polynomial Function is positive f. Finding where an Absolute Value Function is positive g. Finding where a Exponential Function is positive h. Finding where a Rational Function is negative i. Finding where a Radical Function is negative j. Finding where a Linear Function is negative k. Finding where a Quadratic Function is negative l. Finding where a Polynomial Function is negative m. Finding where an Absolute Value Function is negative n. Finding where a Exponential Function is negative o. Finding maxima and minima of an Absolute Value Function p. Finding maxima and minima of a Quadratic Function q. Finding maxima and minima of a Polynomial Function r. Finding symmetries of a Rational Function s. Finding symmetries of a Radical Function t. Finding symmetries of an Absolute Value Function u. Finding symmetries of a Linear Function v. Finding symmetries of a Quadratic Function w. Finding symmetries of a Polynomial Function x. Finding symmetries of a Exponential Function y. Finding end behavior of a Quadratic Function z. Finding end behavior of a Polynomial Function aa. Finding end behavior of an Absolute Value Function bb. Finding end behavior of a Exponential Function cc. Finding Domains of Functions dd. Finding Ranges of Functions ee. Finding the rate of change of a Radical Function ff. Finding the rate of change of an Absolute Value Function gg. Finding the rate of change of a Linear Function hh. Finding the rate of change of a Quadratic Function ii. Finding the rate of change of a Polynomial Function jj. Finding the rate of change of a Exponential Function kk. Finding Domain of Piecewise Functions ll. Finding Range of Piecewise Functions mm. Evaluating Piecewise Functions (Random) Unit 3: Modeling with Functions F.IF.3.7-9 a. Writing the Equation of a Basic Function from a Graph (Parabola, Line, Absolute Value, etc) b. Writing the Equation of a Basic Function from a Table (Parabola, Line, Absolute Value, etc) c. Graphing Piecewise Functions d. Comparing maximum/minimum e. Comparing domain/range f. Finding domain/range of inverse functions (Random) Unit 3: Modeling with Functions F.BF.1.1-2 a. Exponential Growth b. Direct Variation Word Problems c. Quadratic Word Problems - finding max/min d. Quadratic Word Problems - finding f(a) e. Quadratic Word Problems - finding x where f(x) = a f. Polynomial Word Problems - finding max/min g. Polynomial Word Problems - finding y-intercepts h. Polynomial Word Problems - finding x-intercepts i. Polynomial Word Problems - finding f(a) j. Exponential Word Problems - finding y-intercepts k. Exponential Word Problems - finding f(a) l. Exponential Word Problems - finding x where f(x) = a m. Rational Word Problems - finding horizontal asymptotes n. Rational Word Problems - finding f(a) o. Rational Word Problems - finding x where f(x) = a p. Radical Word Problems - finding f(a) q. Radical Word Problems - finding x where f(x) = a r. Identifying Arithmetic/Geometry Sequences s. Writing the first n terms of an Arithmetic Sequence t. Finding the n^th term formula for an Arithmetic Sequence u. Finding Arithmetic Means v. Writing the first n terms of a Geometric Sequence w. Finding Geometric Means (Random) Unit 3: Modeling with Functions F.BF.2.3-4a a. Describing the Transformation of a Basic Function b. Writing the Equation of a Transformed Function c. Finding Inverses of Functions d. Finding Composition of Functions e. Using Composition of Functions to Identify Inverse Functions f. Identifying Equations (from charts, sets, and scatterplots) g. Composition of Function Word Problems h. Evaluating Logs using the Change of Base Formula (Random) Unit 3: Modeling with Functions F.LE.1.4 a. Identifying the Base b. Logarithmic to Exponential c. Exponential to Logarithmic d. Evaluating Logs (by hand) e. Expanding Expressions (easier) f. Expanding Expressions (harder) g. Contracting Expressions (easier) h. Contracting Expressions (harder) i. Solving Equations with Logs j. Finding Inverses (Random) Unit 3: Modeling with Functions F.LE.2.5 a. Solving Word Problems (Systems of Linear Equations) b. Recognizing the Equations and Graphs of Absolute Value, Greatest Integer, and Exponential Functions c. Triangle Sum Word Problems d. Basic Growth And Decay Problems e. Multiple Bank Account Word Problems (Random) Unit 3: Modeling with Functions F.GPE.1.2 a. Finding the Min/Max of a Parabola from a Graph b. Finding the Vertex of a Parabola from a Graph c. Finding the Axis of Symmetry of a Parabola from a Graph d. Finding the Min/Max of a Parabola from Standard Form e. Finding the Vertex of a Parabola from Standard Form f. Finding the Axis of Symmetry of a Parabola from Standard Form g. Domain of Rational Functions h. Using the Focus and Directrix to Write a Parabola Equation (Random) Unit 3: Modeling with Functions N.Q.1.2 a. Choosing Appropriate Measure - Weights (US Standard Units) b. Choosing Appropriate Measure - Lengths (US Standard Units) c. Choosing Appropriate Measure - Liquid Volumes (US Standard Units) d. Choosing Appropriate Measure - Weights (Metric Units) e. Choosing Appropriate Measure - Lengths (Metric Units) f. Choosing Appropriate Measure - Liquid Volumes (Metric Units) (Random) Unit 4: Inferences and Conclusions from Data S.ID.1.4 a. Finding Mean, Median and Mode b. Identifying the Meaning of Mean, Median and Mode c. Finding Standard Deviation (s) d. Finding Standard Deviation (σ) e. Finding the Z-Score f. Using Tables of the Normal Distribution (given z-score) g. Comparing Two Normal Curves (with Z-Scores) h. Properties of Normal and Standard Normal Distributions i. Using Tables of the Normal Distribution (given a sample piece of data) j. Using Tables of the Normal Distribution (given probability) (Random) Unit 4: Inferences and Conclusions from Data S.IC.1.1-2 a. Descriptive vs. Inferential b. Qualitative vs. Quantitative c. Sample vs. Population d. Parameter vs. Statistic e. Statistical Terms Given Situations f. Simulation of Random Behavior and Probability Distributions (Random) Unit 4: Inferences and Conclusions from Data S.IC.2.3-6 a. Census b. Sample Survey c. Experiment d. Observational Study (Random) Unit 5: Applications of Probability S.CP.1.1-5 a. Reviewing Set Notation b. Subsets of Real Numbers c. Drawing Venn Diagrams d. Finding the Complement e. Finding a Union f. Finding an Intersection g. Finding a Relative Complement h. Writing and Identifying More Complicated Subsets i. Finding the Ordinal Of a Set j. Venn Diagram Word Problems k. Set Builder Notation to Interval and Back (Random) Unit 5: Applications of Probability S.CP.2.6-7 a. Frequency Tables and Bar Charts b. Marginal and Joint Frequencies for two-way Tables c. Addition Rule, Multiplication Rule, Conditional Probabilities, and Independence d. Finding the Number of Possible Arrangements of Objects e. Finding Probability of Mutually Exclusive Events f. Finding Probability of Independent Events g. Finding Probability of Dependent Events
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