Statistics Word Wall Posters Probability Rules & Random Variables | AP Unit 4

High school math classroom décor made easy with these 8.5" by 11" pages of PROBABILITY RULES, PROBABILITY MODELS, & RANDOM VARIABLES vocabulary from Statistics! These can be displayed on any word wall or bulletin board in your math classroom or hallway. Put them up one at a time as you teach through each term or display them all at once.

+ 35 PAGES

+ ALL PAGES ARE IN COLOR & GRAYSCALE.

+ SIZE: 8.5 x 11 inches

All vocabulary terms are from Unit 4: Probability & Random Variables, and the information on each slide aligns with AP College Board's objectives and standards for AP Statistics.

35 PAGES IN THIS WORD WALL:

- "Statistics Word Wall" Title Page

- "Statistics Unit 4" Title Page

- Random, Sample Space

- Trial, Outcome, Event

- Random Event

- Simulation

- 3 Pieces of a Simulation

- How to Run a Simulation

- Law of Large Numbers

- Probability of an Event

- Probability Assignment Rule

- Complement Rule

- Mutually Exclusive Events

- Not Mutually Exclusive Events

- “And” Probability Rule for Multiple Events

- “And” Probability Rule for Multiple Events – Mutually Exclusive & Not Mutually Exclusive Events

- “Or” Probability Rule for Multiple Events

- “Or” Probability Rule for Multiple Events – Mutually Exclusive & Not Mutually Exclusive Events

- Independent Events, Not Independent Events
- “And” Probability Rule for Multiple Events – Independent & Not Independent Events
- “Or” Probability Rule for Multiple Events – Independent & Not Independent Events
- Conditional Probability
- Proving Independence
- Random Variable
- Discrete Random Variable, Probability Model
- Continuous Random Variable, Normal Model
- Expected Value of a Random Variable
- Standard Deviation of a Random Variable
- Adding & Subtracting a Constant to/from a Random Variable
- Multiplying a Random Variable by a Constant
- Sum or Difference of 2 Random Variables – Expected Value & Standard Deviation
- Bernoulli Trial
- Geometric Probability Model
- Binomial Probability Model
- Combinations

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