What are Your Chances? By Alexander 3/14/2006 Homework Madness In this part of the unit we pulled out cubes from two bags and recorded our results on.

Slides:



Advertisements
Similar presentations
Gl: Students will be expected to conduct simple experiments to determine probabilities G2 Students will be expected to determine simple theoretical probabilities.
Advertisements

What is Probability Learning Intention Success Criteria
Probability Abney Elementary.
Lesson 6.6 Probability Students will be able to determine theoretical probabilities.
Bell Work 35/100=7/20 15/100 = 3/20 65/100 = 13/20 Male
Math notebook, pencil, and possibly calculator. Definitions  An outcome is the result of a single trial of an experiment.  The sample space of an experiment.
By Caitlin and Laura March 2006 I this unit we learned about Probability and the chances of certain events happening.We conducted several experiments,
Probability What are your Chances? Overview Probability is the study of random events. The probability, or chance, that an event will happen can be described.
DATA, STATS, AND PROBABILITY Probability. ImpossibleCertainPossible but not certain Probability 0Probability between 0 and 1Probability 1 What are some.
Games of probability What are my chances?. Roll a single die (6 faces). –What is the probability of each number showing on top? Activity 1: Simple probability:
Section 5.1 Constructing Models of Random Behavior.
Bell Work A card is drawn at random from the cards shown and not replaced. Then, a second card is drawn at random. Find each probability. 1. P(two even.
1. What’s the probability that the spinner will land on blue? 2. Samuel has a bowl of fruit containing 3 apples, 2 oranges and 5 pears. If he randomly.
Theoretical Probability
An outcome is a possible result An event is a specific outcome Random means all outcomes are equally likely to occur or happen. random = fair A favorable.
Topic 1: Probability and Sample Space
Theoretical Probability
P ROBABILITY Probability is a measure of how likely an event is to occur. For example – Today there is a 60% chance of rain. The odds of winning the.
Probabilities and Collecting Data. At a school carnival, there is a game in which students spin a large spinner. The spinner has 4 equal sections numbered.
Estimating Probabilities by Collecting Data
PROBABILITY! Let’s learn about probability and chance!
Probability: Simple and Compound Independent and Dependent Experimental and Theoretical.
Lesson 9-1 Pages Simple Events Lesson Check Ch 8.
Find the probability and odds of simple events.
CONFIDENTIAL 1 Algebra1 Theoretical Probability. CONFIDENTIAL 2 Warm Up 1) choosing a heart. 2) choosing a heart or a diamond. An experiment consists.
Probability Distributions. Essential Question: What is a probability distribution and how is it displayed?
Warm-Up 1. What is Benford’s Law?
1 Pre-Algebra Experimental Probability. 2 Let’s Experiment!! Pretend that you have a number cube. Pretend that you have a number cube. You are going to.
Notes on PROBABILITY What is Probability? Probability is a number from 0 to 1 that tells you how likely something is to happen. Probability can be either.
Chance Experiments Have you ever heard a weatherman say there is a 40% chance of rain tomorrow or a football referee tell a team there is a 50/50 chance.
PROBABILITY.
7th Probability You can do this! .
Transparency 1 Click the mouse button or press the Space Bar to display the answers.
Chapter 12 Section 1 - Slide 1 Copyright © 2009 Pearson Education, Inc. AND.
Theoretical Probability. Turn to textbook page 239 to play Never a Six. (See handout for game board.)
PROBABILITY BINGO STAAR REVIEW I am based on uniform probability. I am what SHOULD happen in an experiment.
Warm - up Lunch Choices Power point Probably Probability Guided Practice Chance and Probability Independent Practice Activity: Is This Fair? Probability.
Unit 4: Probability Day 2: Basic Probability. Standards and Benchmarks Select and apply counting procedures, such as the multiplication and addition.
Lesson 7.8 Simple Probability Essential Question: How do you find the probability of an event?
PROBABILITY, EVENTS AND OUTCOMES Yo yo yo welcome back!!!!!!!! Happy NEW YEAR! SWBAT: Define probability, event & outcomes Determine the probability of.
Probability Events: In the language of probability, something that could or has happened is called an event. The following are all events: 2. Getting.
PROBABILITY bability/basicprobability/preview.we ml.
Warm Up An experiment consists of spinning a spinner 8 times. The spinner lands on red 4 times, yellow 3 times, and green once. Find the experimental probability.
2-6 Probability Theoretical & Experimental. Probability – how likely it is that something will happen – Has a range from 0 – 1 – 0 means it definitely.
PROBABILITY! Let’s learn about probability and chance!
Experimental and Theoretical (Simple and Compound) Jeopardy
What is Probability Learning Intention Success Criteria
Introduction to Probability
PROBABILITY Lesson 1.
Probability Fun For Grade 4, 5 and 6.
What is Probability Learning Intention Success Criteria
Determining the theoretical probability of an event
Experimental Probability
Probability.
Chapter 3.1 Probability Students will learn several ways to model situations involving probability, such as tree diagrams and area models. They will.
Lesson 13.1 Find Probabilities and Odds
PROBABILITY.
Probability and Chance
Probability Jeopardy Definition 100 TP/EP/Ind/Dep 100 Counting 100
Probability Day One - Review
Probability Jeopardy Definition 100 TP/EP/Ind/Dep 100 Counting 100
Investigation 3 Making decisions with Probability
Investigation 1 A First look at Chance
Investigation 2 Experimental and Theoretical Probability
5-8 Probability and Chance
Please copy your homework into your assignment book
Let’s learn about probability and chance!
Statistics and Probability-Part 5
PROBABILITY.
Thursday 05/16 Warm Up 200 people were surveyed about ice cream preferences. 78 people said they prefer chocolate. 65 people said they prefer strawberry.
Presentation transcript:

What are Your Chances? By Alexander 3/14/2006

Homework Madness In this part of the unit we pulled out cubes from two bags and recorded our results on a calendar thingingy. The bags were labeled “H” and “T”. In this part of the unit we pulled out cubes from two bags and recorded our results on a calendar thingingy. The bags were labeled “H” and “T”.  This was our probability for the first part; P(Homework)=12/20 and P(No Homework)= 8/20.  The second part of Homework Madness’ probability was; P(NH)=15/20 and P(H)=5/20.

Place Your Chips  In this unit we used small game boards, which we placed little chips on and rolled a number cube 36 times.  We removed a chip on each row when we rolled that number.When there were no more chips in the column, we couldn’t remove any chips from that column.

Sums and Products  We didn’t do very much in this unit, but we did learn why 7 is most peoples lucky number.  7 is most peoples lucky number because it has the most possible outcomes on two number cubes: 1 and 6, 2 and 5, 3 and 4, 3 and 4, 5 and 2, and 1 and 6.

Odd or Even  In this unit we spun two spinners, Spinner A and Spinner B, 16 times and we recorded our results.  I was paired with Stephanie, and we accidentally did this too many times.  We found out that even though it seemed the even numbers had a larger chance than odd numbers, they both had the same probability of happening.

The Carnival of Chance  In this unit we got to create a slightly unfair carnival game.  I was paired with Saman, and we chose a bag with dice, so we had to make a dice rolling game.  The slightly unfair game turned out to be really unfair, one-hundred something to thirty or forty something.

2 in 28  The game Saman and I created was 2 in 28. In this game you roll 27 number cubes and you have 28 chips. All the chips must be on a game board that has the numbers 1-6. Once all the chips are down, you roll all 27 number cubes at the same time (we had a cup). What ever the amount of number cubes that were on a certain number, that is how many chips you remove from a column. If there are more cubes than chips, you can only take off all the chips in that column. If you are left with 0,1,or2 chips, you win. If there are more, better luck next time.

What I Learned  I learned that probability is the chance of something happening, like a coin landing on heads (50%). These units really helped me learn probability. I think this unit was my favorite all year.

Glossary Certain Event-an event that will definitely happen Composite Number-a number that has more than two unique factors Compound Number-combination of two or more simple independent events such as rolling two number cubes or tossing a coin and spinning a spinner Equally Likely-two or more possible outcomes of a given situation that have the same chance of occurring or the same probability. An equally likely event, such as tossing a heads using a fair coin, has a probability of ½.

More Glossary Even Number-a multiple of 2, i.e. 0, 2, 4, … Experimental Probability-a statement of probability based on the results of a series of trials Fair Game-a game in which the theoretical probability of each player winning is equally likely Favorable Outcome-outcome of interest in a probabilistic situation Law of Large Numbers-states that experimental probabilities collected over many trials will predict the theoretical probabilities only when a very large number of trials are conducted Odd Number-a number that has a remainder of 1 when dividing by 2

Even More Glossary Possible Outcomes-all of the possible numbers or results of an action. For instance, the possible outcomes from rolling a number cube are 1, 2, 3, 4, 5, and 6. Probability-the chances of an event happening. Probability is often represented as a number. This can be expressed as 0(impossible), 1(certain), or a fraction in between 0 and1. Product-the answer to a multiplication problem Systematic (Organized) List-a list of data of any sort that is arranged in such way as to minimize omitting any member of the list Theoretical Probability-a statement of probability based on analysis of a situation P(event)=number of favorable outcomes number of possible outcomes number of possible outcomes Tree Diagram (counting tree)-visual method of listing combinations or outcomes

Extra Glossary Trial-one round of an experiment Unequally Likely-two or more outcomes that do not have the same chance of occurring or that do not have the same probability. For example, in a bag that holds three cubes, two that are green and one that is yellow, the probability of randomly select a green cube is 2/3 and a yellow cube is 1/3.

M3-Good Points, Bad Points I really liked the probability unit the best yet, especially since we got to create a slightly unfair carnival game. What is really good about M3 is it challenges people who are really good at math. I really think it should keep going. The only thing I would suggest is a smaller amount of Think Deeplys. They are good, but I think there should be a slightly smaller amount, like no beginning activity not in the book and having Think Deeplys as the first few pages.

THE END