Whoops! Something went wrong.

Click here to refresh the page

Algebra 2: CU 3: Review

Algebra 2: CU 3: Review
Algebra 2: CU 3: Review
Algebra 2: CU 3: Review
Algebra 2: CU 3: Review
Algebra 2: CU 3: Review
Algebra 2: CU 3: Review
Algebra 2: CU 3: Review
Algebra 2: CU 3: Review
Product Description
- Plotting points
- Graphing equations by point plotting
- Graphing equations using graphing calculator
- Determine x and y intercepts
- Interpreting line graphs
- Finding domain and range of a relation
- Determine if a relation is a function
- Determine if equation if a function
- Vertical line test
- Function notation f(x)
- Evaluating a function
- Set builder notation and Interval notation
- Reading graphs to determine function values
- Determine domain and range from graphs of functions
- Quadratic Equations
- Zero-product property
- Solve by factoring
- Solving quadratic equations using a graphing calculator
- Solve quadratic equations using the square root property
- Determine value to add to binomial expression to make it a perfect square trinomial
- Solve a quadratic equation by Completing the square
- Find the value of the discriminant
- Determine number and type of solutions to a quadratic equation
- Solve quadratic equations using the quadratic formula
- Determine method and use it to solve quadratic equations
- Application of quadratic functions
- Matching equations to graphs of quadratic functions
- Transformations of functions
- Graphing transformations of functions
- Vertical and horizontal shifts
- Reflection over x and y axes
- Vertical and Horizontal Stretches and shrinks
- Standard form (vertex form) of quadratics
- Axis, vertex, domain and range of quadratic functions
- Determine quadratic equation for the given graph
- Graph quadratic functions
- General form of quadratics
- Axis, vertex, domain and range of quadratic functions
- Graphing quadratic functions
- Maximum and minimum of quadratic function
- Application of quadratic functions
- Finding Focus, Directrix, Latus Rectum of a parabola
- Using focus, directrix, latus rectum, and vertex to graph parabolas
- Write equation of parabola given its directrix and focus
- When vertex of parabola is at (0 , 0)
- When vertex of parabola is at (h , k)
- Finding and Using focus, directrix, latus rectum, and vertex to graph parabolas when vertex is at (h, k)
- Completing the square to write equation in standard form
- Domain, range, of a parabola and determine if function
- Solve a system of non-linear equations using substitution
- Solve a system of non-linear equations using addition/elimination
- Translate sentence into system of non-linear equations and solve it
- Math XL problems to review CU 3: Quadratic Functions
Total Pages
50 pages
Answer Key
Included
Teaching Duration
45 minutes
Report this Resource
  • Comments & Ratings
  • Product Q & A
Loading...
$2.00
Digital Download
Add one to cart

Advertisement

Advertisement

$2.00
Digital Download
Add one to cart
Teachers Pay Teachers

Teachers Pay Teachers is an online marketplace where teachers buy and sell original educational materials.

Learn More

Keep in Touch!

Sign up