• West Section Medford Section Topic IXL Activity
    2.6 2.6 Special Functions  
    2.7 / 4.7 2.7 / 5.7 Transformations P.1 Function transformation rules
    P.5 Transformations of functions
    P.6 Describe function transformations
    2.8 / 4.8 2.8 / 5.8 Inequalities C.8 Graph a two-variable linear inequality
    C.9 Graph solutions to two-variable absolute value inequalities
    3.4 3.5 Systems in 3 Variables E.12 Solve a system of equations in three variables using substitution
    E.13 Solve a system of equations in three variables using elimination
    4.4 5.4 Complex Numbers H.1 Introduction to complex numbers
    H.6 Add, subtract, multiply, and divide complex numbers
    H.8 Powers of i
    4.5 / 4.6 5.5 / 5.6 Completing the Square / Quadratic Formula J.8 Solve a quadratic equation by completing the square
    J.9 Solve a quadratic equation using the quadratic formula
    7.1 8.1 Graphing Exponential Functions
    S.1 Domain and range of exponential and logarithmic functions
    S.2 Evaluate exponential functions
    S.3 Match exponential functions and graphs
    S.4 Solve exponential equations using factoring
    S.5 Solve exponential equations using common logarithms
    S.6 Solve exponential equations using natural logarithms
    S.7 Solve logarithmic equations I
    S.8 Solve logarithmic equations II
    S.9 Exponential growth and decay: word problems
    S.10 Compound interest: word problems
    S.11 Continuously compounded interest: word problems
    R.1 Convert between exponential and logarithmic form: rational bases
    R.2 Convert between natural exponential and logarithmic form
    R.3 Convert between exponential and logarithmic form: all bases
    R.4 Evaluate logarithms
    R.5 Evaluate natural logarithms
    R.6 Change of base formula
    R.7 Identify properties of logarithms
    R.8 Product property of logarithms
    R.9 Quotient property of logarithms
    R.10 Power property of logarithms
    R.11 Properties of logarithms: mixed review
    R.12 Evaluate logarithms: mixed review
    7.2 8.2 Solving Exponential Equ. and Inequalities
    7.3 8.3 Logs and Log Functions
    7.4 8.4 Solving Log Equ'ns and Inequ.
    7.5 8.5 Properties of Logs
    7.6 8.6 Common Logs
    7.7 8.7 Base e and LN
    7.8 8.8 Using Exponential and Log Functions
    12.1 13.1 Trigonometric Functions in Right Triangles
    Y.1 Pythagorean Theorem and its converse
    Y.2 Special right triangles
    Y.3 Trigonometric ratios: sin, cos, and tan
    Y.9 Find trigonometric functions using a calculator
    Y.14 Trigonometric ratios: find a side length
    Y.15 Trigonometric ratios: find an angle measure
    12.2 13.2 Angles and Angle Measure
    12.3 13.3 Trigonometric Functions of General Angles
    5.1 / 6.1 6.1 / 7.1 Operations on Polynomials and Functions
    K.1 Polynomial vocabulary
    K.2 Add and subtract polynomials
    K.3 Multiply polynomials
    K.4 Divide polynomials using long division
    K.5 Divide polynomials using synthetic division
    K.7 Write a polynomial from its roots
    K.8 Find the roots of factored polynomials
    5.2 6.2 Dividing Polynomials
    5.5 6.5 Solving Polynomial Equations
    5.6 6.6 The Remainder and Factor Theorem
    5.7 6.7 Roots and Zeros
    5.3 6.3 Polynomial Functions
    5.4 6.4 Analyzing Graphs of Polynomial Functions
    6.1 7.1 Compositions and Graphs of Operations
    L.1 Roots of integers
    L.2 Roots of rational numbers
    L.5 Simplify radical expressions with variables I
    L.6 Simplify radical expressions with variables II
    L.7 Multiply radical expressions
    L.8 Divide radical expressions
    L.9 Add and subtract radical expressions
    L.10 Simplify radical expressions using the distributive property
    L.11 Simplify radical expressions using conjugates
    L.12 Domain and range of radical functions
    L.13 Solve radical equations
    6.2 7.2 Inverse Functions and Relations
    6.3 7.3 Square Root Functions and Inequalities
    6.4 7.4 nth Root
    6.5 7.5 Operations with Radical Expressions
    6.6 7.7 Rational Exponents
    6.7 7.7 Solving Radical Equations and Inequalities
    8.3 9.3 Graphing Reciprocal Functions
    N.1 Rational functions: asymptotes and excluded values
    N.2 Evaluate rational expressions I
    N.3 Evaluate rational expressions II
    N.4 Simplify rational expressions
    N.5 Multiply and divide rational expressions
    N.6 Add and subtract rational expressions
    N.7 Solve rational equations
    8.4 9.4 Graphing Rational Functions
    8.6 9.6 Solving Rational Equations and Inequalities
    11.2 S.10 Distributions of Data
    CC.16 Expected values of random variables
    CC.21 Find probabilities using the normal distribution
    11.3 S.11 Probability Distributions
    11.5 S.13 The Normal Distribution