Whoops! Something went wrong.

Click here to refresh the pageSubject

Resource Type

Product Rating

File Type

Compressed Zip File

Be sure that you have an application to open this file type before downloading and/or purchasing.

871 MB|40 files

Product Description

- Identifying Polynomial Functions and their degrees

- write a LINEAR equation given two ordered pairs

- average rate of change

- vertex from of a quadratic equation

- Matching quadratic equation to their graphs

- Graphing a quadratic function in vertex form-

- Finding the vertex and axis of symmetry of a quadratic function

- Rewriting a quadratic equation in Vertex Form by Completing the Square

- Writing the equation from the graph of a quadratic function

- Application of quadratic functions-

- determine whether a given function is a power function

- direct variation and inverse variation

- determine whether a given function is a Monomial function

- graphing power functions

- Analyze Power Functions: Domain, Range, Continuity, Symmetry, Boundedness, Local Extrema, Asymptotes, End Behavior: (use limit notation)

- Write statements as a power function equation

- Write a sentence that expresses the relationship in a formula, using the language of variation or proportion

- Using a grapher to calculate a power regression equation for data

- Applications of power functions

- Describe transformations of power function then sketch a graph of the power function

- Leading coefficient test for polynomial end behavior

- Using Limits to describe end behavior

- Solving polynomial functions algebraically

- State the degree and list the zeros of the polynomial function

- State the multiplicity of each zero and whether the graph crosses the x-axis at the corresponding x-intercept

- Use the zeros and their multiplicities to sketch a graph of the polynomial function

- Intermediate Value Theorem

- Using a grapher to find the zero’s of a polynomial function

- Writing a polynomial from its zero’s

- Finding a regression equation for a set of data

- Long Division of Polynomials

- Write quotient in both polynomial and fraction form

- Synthetic Division

- Remainder theorem

- Factor theorem

- use the Rational Zeros Theorem to solve Polynomial Equations

- Use the graph to guess possible linear factors of f(x). Then completely factor f(x)

- write a polynomial equation given it’s zero’s an leading coefficient

- write a polynomial equation given a table of values

- upper and lower bound tests

- prove all zero’s lie within a given interval

- Find all of the real zeros of the function. Give exact values whenever possible. Identify each zero as rational or irrational

- Non-linear system of equation (supply = demand)

- Math XL problems to review CU 2A: Polynomials

- write a LINEAR equation given two ordered pairs

- average rate of change

- vertex from of a quadratic equation

- Matching quadratic equation to their graphs

- Graphing a quadratic function in vertex form-

- Finding the vertex and axis of symmetry of a quadratic function

- Rewriting a quadratic equation in Vertex Form by Completing the Square

- Writing the equation from the graph of a quadratic function

- Application of quadratic functions-

- determine whether a given function is a power function

- direct variation and inverse variation

- determine whether a given function is a Monomial function

- graphing power functions

- Analyze Power Functions: Domain, Range, Continuity, Symmetry, Boundedness, Local Extrema, Asymptotes, End Behavior: (use limit notation)

- Write statements as a power function equation

- Write a sentence that expresses the relationship in a formula, using the language of variation or proportion

- Using a grapher to calculate a power regression equation for data

- Applications of power functions

- Describe transformations of power function then sketch a graph of the power function

- Leading coefficient test for polynomial end behavior

- Using Limits to describe end behavior

- Solving polynomial functions algebraically

- State the degree and list the zeros of the polynomial function

- State the multiplicity of each zero and whether the graph crosses the x-axis at the corresponding x-intercept

- Use the zeros and their multiplicities to sketch a graph of the polynomial function

- Intermediate Value Theorem

- Using a grapher to find the zero’s of a polynomial function

- Writing a polynomial from its zero’s

- Finding a regression equation for a set of data

- Long Division of Polynomials

- Write quotient in both polynomial and fraction form

- Synthetic Division

- Remainder theorem

- Factor theorem

- use the Rational Zeros Theorem to solve Polynomial Equations

- Use the graph to guess possible linear factors of f(x). Then completely factor f(x)

- write a polynomial equation given it’s zero’s an leading coefficient

- write a polynomial equation given a table of values

- upper and lower bound tests

- prove all zero’s lie within a given interval

- Find all of the real zeros of the function. Give exact values whenever possible. Identify each zero as rational or irrational

- Non-linear system of equation (supply = demand)

- Math XL problems to review CU 2A: Polynomials

Total Pages

40 files

Answer Key

Included

Teaching Duration

2 Weeks

- Comments & Ratings
- Product Q & A

3 Followers

Follow