PROBABILITY OF COMPOUND EVENTS Homework on back table. Due Thursday!!! Tuesday, April 18th WARM-UP (journal) Use your resources to define TREE DIAGRAM. How might we use a TREE DIAGRAM with probability? How many drink combinations are there at SONIC? https://www.youtube.com/watch?v=F1f1TKyndco Drink Sprite Root Beer Dr. Pepper Flavor Cherry Blue Raspberry Green Apple Strawberry Is there an easier way to find how many total outcomes there will be rather than making a tree diagram? Drink Sprite Root Beer Dr. Pepper Flavor Cherry Blue Raspberry Green Apple Strawberry Wednesday, April 19th Please Pass Back Papers • Look over your test ~ incorrect answers are marked on scantron portion. • Start your corrections in SOLO • Go to my moodle page ~ Unit 13 ~ Unit 13 Scantron ~ Enter your ORIGINAL answers. • We will go over the most missed problems. Homework is due tomorrow! WORK QUICKLY, QUIETLY & EFFICIENTLY Retake Schedule… Corrections due before reteach session!!! RETEACH Wednesday after school Thursday before school RETEST Thursday at lunch Thursday after school Friday at lunch QUIZ TIME!!! Go To: Moodle Unit 14 Unit 13/14 Probability Quiz PROBABILITY OF COMPOUND EVENTS Thursday, April 20th WARM-UP • Turn in your homework half-sheet • Grab a notes page off the back table • If not complete, sign the board and go to hallway to WORK on your homework assignment. RETEST Thursday at lunch Thursday after school Friday at lunch LET’S BREAK THIS DOWN… WHAT IS THE PROBABILITY OF EACH INDIVIDUAL EVENT? p(heads, rolling a 3) p(heads) p(rolling a 3) p(tails) p(rolling an even number) p(heads) p(rolling a prime number) 1/12 p(tails, rolling an even number) 3/12 = 1/4 p(heads, rolling a prime number) 3/12 = 1/4 1/4 1/18 1/3 PROBABILITY OF COMPOUND EVENTS Friday, April 21st WARM-UP Finish the last 3 problems from your notes page from yesterday. Be prepared to SHARE GET A NOTES PAGE FROM THE BACK TABLE! 1/4 1/18 1/3 Does your paper say “OR”?? WHAT IS THE PROBABILITY OF ROLLING… A 5 OR 6 ON A NUMBER CUBE? 1 2 3 A 5 AND 6 ON A NUMBER CUBE? 4 5 6 So when do we ADD probabilities, and when do we MULTIPLY? OR AND • 1 Event • More than 1 event • ADD • MULTIPLY Example: What is the probability of spinning and landing on a yellow OR green space? http://www.shmoop.com/basicstatistics-probability/and-orprobability.html Example: What is the probability of spinning and landing on yellow, then spinning a second time AND landing on a green? https://www.youtube.com/watch?v=5CQw 8KsfipA COMPOUND PROBABILITY WORKSHEET COMPOUND PROBABILITY WORKSHEET COMPOUND PROBABILITY WORKSHEET COMPOUND PROBABILITY WORKSHEET COMPOUND PROBABILITY WORKSHEET
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