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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) (2.A) Attributes of functions and their inverses. Graph the functions f(x)=√x, f(x)=1/x, f(x)=x^{3}, f(x)=^{3}√x, f(x)=b^{x}, f(x)=x, and f(x)=log_{b}(x) where b is 2, 10, and e, and, when applicable, analyze the key attributes such as domain, range
b. Finding Ranges of Functions c. Domain and Range of Logarithmic Functions d. Domain and Range of Radical Functions e. Find the domain and range of a Linear Function f. Find the domain and range of a Quadratic Function g. Find the domain and range of a Polynomial Function h. Find the domain and range of an Absolute Value Function i. Find the domain and range of a Exponential Function j. Find the domain and range of a Rational Function
b. Find the xintercepts of a Linear Function c. Find the yintercepts of a Linear Function d. Find the xintercepts of a Quadratic Function e. Find the yintercepts of a Quadratic Function f. Find the xintercepts of a Polynomial Function g. Find the yintercepts of a Polynomial Function h. Finding the XIntercepts of a Polynomial i. Find the xintercepts of an Absolute Value Function j. Find the yintercepts of an Absolute Value Function k. Find the xintercepts of a Exponential Function l. Find the yintercepts of a Exponential Function m. Find the xintercepts of a Rational Function n. Find the yintercepts of a Rational Function o. Find the xintercepts of a Radical Function p. Find the yintercepts of a Radical Function q. Find the xintercepts of a Logarithmic Function r. Find the yintercepts of a Logarithmic Function
b. Finding symmetries of a Linear Function c. Finding symmetries of a Polynomial Function d. Finding symmetries of an Absolute Value Function e. Finding symmetries of a Exponential Function f. Finding symmetries of a Rational Function g. Finding symmetries of a Radical Function h. Finding symmetries of a Logarithmic Function
b. Finding the inverse of a Quadratic Function c. Finding the inverse of a Polynomial Function d. Finding the inverse of a Exponential Function e. Finding the inverse of a Rational Function f. Finding the inverse of a Radical Function g. Finding the inverse of a Logarithmic Function
b. Adding/Subtracting Matrices with Variables c. Multiplying Matrices d. Matrix Word Problems e. Multiplying Matrices with Variables f. Finding Determinants of Matrices g. Using Determinants of Matrices to find the area of a triangle h. Using Cramer's Rule i. Solving a System with Augmented Matrix j. Finding Inverse with Augmented Matrix k. Solving Linear Equations in Two or Three Variables with Linear Combination l. Solving Two Linear Equations in Two or Three Variables with Substitution m. Finding Matrix Inverses n. Solving a System of Equations with Matrices
b. Finding where a Quadratic Function is positive c. Finding where a Quadratic Function is negative d. Finding where a Quadratic Function is increasing e. Finding where a Quadratic Function is decreasing f. Finding symmetries of a Quadratic Function g. Finding maxima and minima of a Quadratic Function
b. Solving Quadratics By The SquareRoot Method c. Solving Quadratics by Graphing d. Solving Quadratics by Completing the Square e. Solving Quadratics with the Quadratic Formula (Real Solutions) f. Solving Quadratics that have Imaginary Solutions g. Solving Quadratics (both imaginary and real solutions) h. Solving Quadratics by Factoring i. Quadratic Word Problems  finding max/min j. Quadratic Word Problems  finding yintercepts k. Quadratic Word Problems  finding xintercepts l. Quadratic Word Problems  finding f(a) m. Quadratic Word Problems  finding x where f(x) = a

b. Writing Exponential Functions from Words c. Writing Exponential Functions from Sets/Tables d. Writing Exponential Functions from Sequences e. Writing Logarithmic Functions from Graphs f. Writing Logarithmic Functions from Words g. Writing Logarithmic Functions from Sets/Tables h. Exponential Word Problems  finding yintercepts i. Exponential Word Problems  finding f(a) j. Exponential Word Problems  finding x where f(x) = a k. Logarithmic Word Problems  finding f(a) l. Logarithmic Word Problems  finding x where f(x) = a
b. Expanding Expressions (easier) c. Expanding Expressions (harder) d. Contracting Expressions (easier) e. Contracting Expressions (harder) f. Solving for the domain of a Exponential Function given an element of the range g. Solving for the domain of a Logarithmic Function given an element of the range
b. Absolute Value Word Problems  finding max/min c. Absolute Value Word Problems  finding yintercepts d. Absolute Value Word Problems  finding xintercepts e. Absolute Value Word Problems  finding f(a) f. Absolute Value Word Problems  finding x where f(x) = a
b. Subtracting Polynomials c. Multiplying Polynomials d. Dividing Polynomials (Requires Factoring!) e. Mixed Polynomial Expressions (Multiple Operations) (Requires Factoring!)
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/Subtracting Monomials Rational Expressions g. Adding Rational Expressions (Harder) (Requires Factoring!) h. Subtracting Rational Expressions(Easier) i. Subtracting Rational Expressions (Harder) (Requires Factoring!) j. Mixed Rational Expressions (Multiple Operations with simplify)(Easier) (Requires Factoring GCF!) k. Mixed Rational Expressions (Multiple Operations with simplify) (Harder) (Requires Factoring!)
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 n. Word Problems of Radical Expressions o. Radical Word Problems  finding f(a) p. Radical Word Problems  finding x where f(x) = a
b. Finding best fit for scatterplots of a Linear Function c. Identifying the Slope from a Data Set or Scatterplot d. Identifying the Correlation e. Finding best fit for scatterplots of a Quadratic Function f. Finding best fit for scatterplots of a Exponential Function

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