DAY 3 OF CHAPTER 13 COLLEGE DORM LOTTERY! 57 COLLEGE STUDENTS APPLY FOR 3 VERY DESIRABLE ROOMS IN THE BEST DORM ON CAMPUS. 20 OF THESE 57 STUDENTS WERE.

Slides:

Advertisements

Similar presentations

Chances Are… You can do it! Activity #5 Five baseball players threw their caps into a sports bag after a ball game. What is the probability that each.

Advertisements

Permutations and Combinations

P.O.D. #3 basic advanced 1 3 P(2,tails) = 10 P(2B, 1G) = 8

Adding Probabilities Advanced Math Topics. Vocabulary Simple Event: cannot be broken down into smaller events Rolling a 1 on a 6 sided die Rolling a 1.

BUSINESS PLAN Business plan McIntosh Tapa and BAF DIPLOMA/YOUNG ENTERPRISE.

Probability And Expected Value ————————————

Chapter 11: understanding randomness (Simulations)

EXAMPLE 1 Find probability of disjoint events

Created by Michele Hinkle and Jeffrey Fries March 2005

VAVLPVCTYMAUS PSABLADDERZSB EBSANTESHTICL RLDUDSKTTVSRA EDEARCENEAUOD CRFNORSASINTD TPEUUOCPTDATP UNRTMTRBEEXME MIEUSUULSNSNN USNMEMNISAIIT AESXSVPENNISI.

Copyright © 2010 Pearson Education, Inc. Unit 3: Gathering Data Chapter 11 Understanding Randomness.

QPLNHTURBIOTS CADAIASOINCOS OSTPOSTLGVAGT AJRLFKLEROUEA CLARITYSOLSTB HTEAMVSRUVAHI INTERACTPELEL NAPKSOCIALIRI GSOCIOGRAMTST CONFORMITYYTY 14 WORDS ANSWERS.

Chapter 11 Randomness. Randomness Random outcomes –Tossing coins –Rolling dice –Spinning spinners They must be fair.

Permutations and Combinations. Pg 1.2 : How many different ways can you line up 5 skittles, each a different color? Pg 1.3 : How many different ways can.

11/18/ Randomness, Probability, and Simulation.

P ERSUASIVE WRITING Advertising. W HAT IS ADVERTISING ? Advertising is a tool used to get people to want to buy something. The main reason ads are created.

Chapter 7: Probability Lesson 3: Multiplication Counting Principles.

Section 4-1 Ratio and Proportion A ratio is a comparison of two numbers by division The two numbers must have the same units in a ratio A rate is a comparison.

Probability and Statistics Review The Chapter 10 test is on Friday and the project is due next week. 5 th pd – Wednesday, April 2nd 8 th pd – Monday, March.

13-3 Probability and odds.  Probability  The measure of the changes of an event happening  Sample Space  The set of all outcomes  Success  The desired.

Chapter 5.1 Probability Distributions.  A variable is defined as a characteristic or attribute that can assume different values.  Recall that a variable.

Starter Place the following events on the probability scale

Algebra 2 Thursday Today, we will be able to… Find the probability of two independent events Find the probability of two dependent events Find.

Copyright © 2011 Pearson Education, Inc. Publishing as Prentice Hall.

Aim: How do we find the probability of an event? Outcome Any one of the possible results of an event. Example: Landing on 1, 2, 3, 4, 5 or 6 when a die.

AP STATISTICS Objective: Understanding Randomness Do Now: Take out any completed contracts, personal profiles, as well as your written design study. HW:

EXAMPLE 1 Independent and Dependent Events Tell whether the events are independent or dependent. SOLUTION You randomly draw a number from a bag. Then you.

Please select a Team. Team 1 Team 2 Team 3 Team 4 Team 5.

Achievement Motivation Motivation and Emotion Some motivations involve simple human behaviors like eating.

Football – a game of chance How do managers choose which players they’ll buy for their teams? There are a mixture of factors they consider. For a striker.

Chapter Discrete Probability Distributions © 2010 Pearson Prentice Hall. All rights reserved 3.

Chapter 4 Review. Question 1  Determine if each of the following is a probability  -1.2 .467  57%  2/3.

Chapter 6 Lesson 6.6 Probability 6.6 General Probability Rules.

Probability of Multiple Events.  A marble is picked at random from a bag. Without putting the marble back, a second one has chosen. How does this affect.

Sect Probability. Def: Probability is the measure of the chances of an event happening A desired outcome is called a success Any other outcome is.

EXAMPLE 1 Find probability of disjoint events A card is randomly selected from a standard deck of 52 cards. What is the probability that it is a 10 or.

Dependent Events. Sometimes the outcome of an event can depend directly on the outcome of another event. Sometimes the outcome of an event can depend.

Theoretical Probability. Turn to textbook page 239 to play Never a Six. (See handout for game board.)

Chapter 7 Day 3. Warm - Up Jill sells charm bracelets. The table below shows the distribution of X the number of charms sold per bracelet. Jill sells.

7.6 Warm Up Warm Up Lesson Quiz Lesson Quiz Lesson Presentation Lesson Presentation Solve Systems of Linear Inequalities.

Have you ever played a game where everyone should have an equal chance of winning, but one person seems to have all the luck? Did it make you wonder if.

The Contrast of Different Films By: Jeremy Block.

S ECTION 5.3 – S IMULATIONS. W HAT IS A SIMULATION ? A simulation is a mock trial of an experiment without doing the experiment. It uses theoretical probabilities.

Vocabulary mutually exclusive events – no two events can happen at the same time; no outcomes in common Complement- the complement of event A consists.

Probability Class Homework Check Assignment: Chapter 7 – Exercise 7.5, 7.7, 7.10 and 7.12 Reading: Chapter 7 – p

PROBABILITY UNLIKELY – LESS ½ LIKELY – MORE ½ CERTAIN - ALL IMPOSSIBLE- CAN’T HAPPEN, 0 EQUAL CHANCE- SAME NUMBER.

Probability. Probability… is the likelihood (chance) that an event will happen. percentagefraction is expressed as a percentage or fraction. Everyday.

Unit 5 Lesson 5 Probability 6.6 General Probability Rules.

 What do you think it means for an event to have a probability of ½ ?  What do you think it means for an event to have a probability of 1/4 ?

The Practice of Statistics Third Edition Chapter 6: Probability and Simulation: The Study of Randomness 6.1 Simulation Copyright © 2008 by W. H. Freeman.

1 Copyright © 2014, 2012, 2009 Pearson Education, Inc. Chapter 9 Understanding Randomness.

Ch 11.7 Probability. Definitions Experiment – any happening for which the result is uncertain Experiment – any happening for which the result is uncertain.

Chapter 8 Entertaining Products & Marketing. Entertaining Products Can be both tangible goods and intangible services What are some examples?

Math 1320 Chapter 7: Probability 7.4 Probability and Counting Techniques.

Copyright © 2013, 2010 and 2007 Pearson Education, Inc. Chapter Discrete Probability Distributions 6.

Discrete Probability Distributions

Copyright © Cengage Learning. All rights reserved.

3 6 Chapter Discrete Probability Distributions

JV Stats #6 Simulation, Conditional Probability, Independent Events, Mutually Exclusive Events.

Probability And Expected Value ————————————

PROBABILITY RULES.

13-3 Probability and odds.

Section 1.1: Equally Likely Outcomes

Created by Michele Hinkle and Jeffrey Fries March 2005

Probability And Expected Value ————————————

Probability in Baseball

Please get in groups of 3 (you need 8 half sheets of paper)

video Warm-Up Lesson 14 Exit card

Chapter 12 Vocabulary.

Presentation transcript:

DAY 3 OF CHAPTER 13

COLLEGE DORM LOTTERY! 57 COLLEGE STUDENTS APPLY FOR 3 VERY DESIRABLE ROOMS IN THE BEST DORM ON CAMPUS. 20 OF THESE 57 STUDENTS WERE ON THE BASEBALL TEAM. WHEN ALL 3 WINNERS TURNED OUT TO BE BASEBALL PLAYERS, THE OTHER STUDENTS CRIED FOUL! (LOL!) IS IT REASONABLE TO BELIEVE THAT THIS HAPPENED BY CHANCE?

LET’S FIND THE PROBABILITY THAT ALL OF THE ROOMS GO TO THE BASEBALL TEAMMATES.

FIRST, LET’S DETERMINE HOW MANY WAYS YOU CAN CHOOSE 3 STUDENTS OUT OF 57…..

SECOND, WE NEED TO FIGURE OUT HOW MANY OF THESE OUTCOMES CONSIST OF BASEBALL TEAM MEMBERS ONLY!! ( HINT: THIS EVENT INCLUDES ALL THE WAYS TO PICK ANY 3 ATHLETES FROM THE 20 VARSITY APPLICANTS.)

SO… 4% DOES THAT SEEM SUSPICIOUS TO YOU?

YOUR TURN! A VIDEO RENTAL STORE IS RUNNING A “DVD GRAB BAG” SPECIAL. FOR $20 YOU CAN BUY A BAG CONTAINING 6 DVD’S RANDOMLY SELECTED FROM THE 15 RECENTLY POPULAR MOVIES. THE POSSIBLE TITLES LISTED IN THE STORE’S ADS INCLUDED : 4 COMEDIES 8 DRAMAS AND 3 ANIMATED FEATURES QUESTION: IF YOU BUY ONE OF THE RANDOM GRAB BAGS, WHAT’S THE PROBABILITY YOU GET 2 COMEDIES, 3 DRAMAS AND 1 ANIMATED FLICK?

ANSWER:

YOUR TURN! A VIDEO RENTAL STORE IS RUNNING A “DVD GRAB BAG” SPECIAL. FOR $20 YOU CAN BUY A BAG CONTAINING 6 DVD’S RANDOMLY SELECTED FROM THE 15 RECENTLY POPULAR MOVIES. THE POSSIBLE TITLES LISTED IN THE STORE’S ADS INCLUDED : 4 COMEDIES 8 DRAMAS AND 3 ANIMATED FEATURES QUESTION: IF YOU BUY ONE OF THE RANDOM GRAB BAGS THAT CONTAINS 6 DVD’S, WHAT IS THE PROBABILITY THAT YOU GET NOTHING BUT DRAMAS?

ANSWER:

YOUR TURN! A VIDEO RENTAL STORE IS RUNNING A “DVD GRAB BAG” SPECIAL. FOR $20 YOU CAN BUY A BAG CONTAINING 6 DVD’S RANDOMLY SELECTED FROM THE 15 RECENTLY POPULAR MOVIES. THE POSSIBLE TITLES LISTED IN THE STORE’S ADS INCLUDED : 4 COMEDIES 8 DRAMAS AND 3 ANIMATED FEATURES QUESTION: IF YOU BUY ONE OF THE RANDOM GRAB BAGS THAT CONTAINS 6 DVD’S, WHAT IS THE PROBABILITY THAT YOU GET 3 COMEDIES AND 3 DRAMAS?

ANSWER:

YOUR TURN! A VIDEO RENTAL STORE IS RUNNING A “DVD GRAB BAG” SPECIAL. FOR $20 YOU CAN BUY A BAG CONTAINING 6 DVD’S RANDOMLY SELECTED FROM THE 15 RECENTLY POPULAR MOVIES. THE POSSIBLE TITLES LISTED IN THE STORE’S ADS INCLUDED : 4 COMEDIES 8 DRAMAS AND 3 ANIMATED FEATURES QUESTION: IF YOU BUY ONE OF THE RANDOM GRAB BAGS THAT CONTAINS 6 DVD’S, WHAT IS THE PROBABILITY THAT YOU GET ALL 3 ANIMATED AND ANY 3 OTHER DVDS?

ANSWER:

END OF DAY 3 NOTES CHAPTER 13