Probability 6.20 Review. A man has two pair of pants. BlueBlack.

Slides:



Advertisements
Similar presentations
Why are things coloured ?. Beam of white light hits Homers head Yellow light reflects in all directions Blue light reflects in all directions Beam of.
Advertisements

Mrs Patek has three pairs of capri pants, a black pair, a tan pair and a blue pair. She also has two different T- shirts, one white and one pink. Make.
Counting Chapter 13 sec 1. Break up into groups One method of counting is using the tree diagram. ◦ It is useful to keep track of counting. ◦ Order of.
Probability By Laura Farrington 8GT. What is Probability? Probability is about the chance of something happening. When we talk about how probable something.
Probability Tree diagrams
Probability – Compound Events. What is a Compound Event? It is the probability of two or more things happening at once.
Finding Theoretical Probability Using an Area Model
Item 0 In how many ways can you form a 3-digit even number with the second digit being a prime number? Note: 058 is considered a 2-digit even number.
9/21/2015MATH 106, Section 21 Section 2 Tree Diagrams Questions about homework? Submit homework!
Probability Jeopardy Q $100 Q $200 Q $300 Q $400 Q $500 Final Jeopardy
Chapter 4 Lecture 4 Section: 4.7. Counting Fundamental Rule of Counting: If an event occurs m ways and if a different event occurs n ways, then the events.
What people are wearing T-shirtshirtjacket skirt sweatshirt trausersdress blouse.
PROBABILITY the extent to which an event is likely to occur.
TRY NOW In a power outage, Claire has to reach into her closet in the dark to get dressed. She is going to find one shirt and one pair of pants. She has.
Probability Distributions BINOMIAL DISTRIBUTION. Binomial Trials There are a specified number of repeated, independent trials There are a specified number.
Counting Principles and Permutations. Sample Space: set of all possible outcomes in an experiment A coin is tossed twice. Represent the sample space in.
Bell Quiz.
12.4 Counting Outcomes and Theoretical Probability.
Bell Work Determine the total number of outcomes (combinations). 1) You are picking an outfit from the following list of clothes. If you choose one hat,
Probability Trees! Probability Trees Trees allow us to visually see all the possibility's in an random event.
Discuss with your neighbor…
14.2 Warm Up 1. Ms. Palomaa needs to pick a queen and king for her 1 st hour class. She has 10 girls and 12 boys in her class. How many different ways.
MATH 110 Sec 13.3 Conditional Probability Practice Exercises.
Problems 1 – 9 Problems 10 – Q $100 Q $200 Q $300 Q $400 Q $500 Q $100 Q $400 Q $200 Q $500 Q $300 Q $400 Website Problems 12 – 16 Problems 17 –
Lesson #35 Outcomes and Probability. Probability is used in….
1. Check your homework with your group members. 2. Complete your homework ½ sheet. You should have homework recorded for Tuesday and Thursday ONLY! November.
Sample Spaces COURSE 2 LESSON 12-4
Probability and Odds pg Vocabulary. Outcomes The possible results of an experiment. Ex. When you roll a number cube, there are 6 possible outcomes.
Each small square has sides of length 1 unit. How many distinct paths of length six units are there from A to B? A B..
Probability Bingo October 3, D Mathematics.
What is the probability of two or more independent events occurring?
Independent and Dependent Events. Independent Events Two events are independent if the outcome of one event does not affect the outcome of a second event.
Making Predictions with Theoretical Probability. Warm Up You flip a coin three times. 1.Create a tree diagram to find the sample space. 2.How many outcomes.
16-3 The Binomial Probability Theorem. Let’s roll a die 3 times Look at the probability of getting a 6 or NOT getting a 6. Let’s make a tree diagram.
Topic: Probability.
Combinations of Outcomes How Many Possible Outcomes Are There???
Independent and Dependent events. What is the difference between independent and dependent events?  You have three marbles in a bag. There are two blue.
Mrs Patek has three pairs of capri pants, a black pair, a tan pair and a blue pair. She also has two different T- shirts, one white and one pink. Make.
Finding Probabilities using notation Day 7 of the Conditional Probability Unit.
Problem Solving Strategies and Real World Experience Presented by: Angel S. Child.
Objectives: 1.Find the probability of a Simple Event 2. Determine the outcome of an experiment 3. Predict which events are likely or unlikely.
Aspire - To be able to construct a tree diagram from worded questions. Challenge – To be able to complete and use a tree diagram to solve probability questions.
The binomial distribution
What is your favorite color?
Probability 100% 50% 0% ½ Will happen Won’t happen
Grab Your Learning Logs
EXAMPLE 1 Find a sample space
The Multiplication Rule (4.2.3)
Pettit 9-2 Notes D7 : Compute probabilities using tree diagrams
Finding Theoretical Probability Using an Area Model
Main Idea and New Vocabulary Example 1: Find a Sample Space
Main Idea and New Vocabulary Example 1: Find a Sample Space
Bell Ringer – 04/28/16 Alex has identical size index cards with the following pictures on them: If Alex puts the cards in a hat and draws one card, what.
Probability Trees By Anthony Stones.
History of Probability
A D D A D.
Probability and Chance
Probability Jeopardy Definition 100 TP/EP/Ind/Dep 100 Counting 100
Probability Jeopardy Definition 100 TP/EP/Ind/Dep 100 Counting 100
Probability 7th Grade Math OMS.
Probability Notes Please fill in the blanks on your notes to complete them. Please keep all notes throughout the entire week and unit for use on the quizzes.
Probability Tree diagrams
PROBABILITY: MIXED PROBLEMS
Fun… Tree Diagrams… Probability.
“Compound Probability”
 I can construct models to represent the probability of compound events.  
Probability of Compound Events
Finding Theoretical Probability Using an Area Model
PROBABILITY RANDOM EXPERIMENTS PROBABILITY OF OUTCOMES EVENTS
Problem Solving Strategies and Real World Experience
Presentation transcript:

Probability 6.20 Review

A man has two pair of pants. BlueBlack

He has three shirts. DarkLightStriped

How many different ways can he dress?

Six ways.

Black Pants Blue Pants Dark Shirt Light Shirt Striped Shirt Dark Shirt Light Shirt Striped Shirt

2 x 3 = 6

A nickel has two sides Head Tail

Head Tail Outcome of 1 flip or

Outcome of 2 flips

H H H T T T Tree Diagram of 2 flips

2 x 2 = 4

H H HT T T Outcome of 2 flips H T

3 flips

H H H H H H H T T T T T T T

2 x 2 x 2 = 8

H H H H H H H T T T T T T T H H H H T T T T H T

Feedback: Privacy Policy Feedback
Do Not Sell My Personal Information
About project: SlidePlayer Terms of Service

© 2025 SlidePlayer.com. Inc. All rights reserved.