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Each of the following activities will go in the gradebook this 9-weeks. Complete them at your pace and I will enter them when you show me they are completed. 

 

If you see a "v" by an activity, it means I have a video on my website that will help you on that particular activity. 

 

Quadratics

v 1) Vertex of a parabola

v 2) Graphing Parabolas in standard form

v 3) Graphing Parabolas in vertex form

v 4) Graphing Parabolas in all forms

v 5) Parabola Intuition

v 6) Solving quadratics by taking the square root

v 7) Understanding the process for solving quadratic equations

v 8) Solving quadratics by factoring

v 9) Solving quadratics by factoring 2

v 10) Completing the square in quadratic expressions

v 11) Solving Quadratics by completing the square 1

v 12) Solving Quadratics by completing the square 2

v 13) Using the Quadratic formula

v 14) Key features of quadratic functions

v 15) Finding and interpreting key features of quadratics

 

Proportions

v 1) Writing Proportions

v 2) Proportions 1

v 3) Proportions 2

v 4) Constructing Proportions to solve application problems

v 5) Rate problems 2

v 6) Recognizing rational and irrational numbers

v 7) Recognizing rational and irrational expressions

8) Evaluating arithmetic sequences

9) Arithmetic sequences 2

10) Evaluating geometric sequences

11) Geometric sequences 2

 

Radical Equations

v 1) Simplifying square roots 2

v 2) Adding and subtracting radicals

v 3) Radical equations

v 4) Extraneous solutions to radical equations

 

Probability

1) Mean, median, and mode

2) Exploring mean and median

3) Standard deviation of a population

4) Sample and population variance

5) Sample and population standard deviation

6) Creating box plots 1

7) Reading box plots

8) Interpreting scatter plots

9) Constructing scatter plots

10) Estimating the line of best fit

11) Shapes of distributions

12) Clusters, gaps, peaks, and outliers

 

Random Activities

1) Writing function rules from equations

2) Interpreting graphs of linear and nonlinear functions

3) Domain of a function

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