By:Tehya Pugh. What is Theoretical Probability  Theoretical Probability Is what you predict what will happen without really doing the experiment.  I.

Slides:



Advertisements
Similar presentations
Designing Investigations to Predict Probabilities Of Events.
Advertisements

Gl: Students will be expected to conduct simple experiments to determine probabilities G2 Students will be expected to determine simple theoretical probabilities.
Probability Predictions Ch. 1, Act. 5. Probability The study of random events. Random events are things that happen without predictability – e.g. the.
EXAMPLE 1 Using Theoretical Probability Predict the number of times a coin will land heads up in 50 coin tosses. There are two equally likely outcomes.
Why can I flip a coin 3 times and get heads all three times?
Calculating Probabilities for Chance Experiments with Equally Likely Outcomes.
Finding Theoretical Probability Using an Area Model
Probability.
CONFIDENTIAL 1 Algebra1 Theoretical Probability. CONFIDENTIAL 2 Warm Up 1) choosing a heart. 2) choosing a heart or a diamond. An experiment consists.
Target: Find and interpret experimental and theoretical probabilities.
SOL A.How many possible outcomes are there from rolling a number cube? B.What is the probability for achieving each outcome? C.Roll a number cube.
VOCABULARY CHECK Prerequisite Skills Copy and complete using a review word from the list: data, mean, median, range, outcome, probability of an event.
By: Courtney Claiborne.  1 number cube  4 highlighters 1 pink, 1 orange, 1 blue, 1 yellow  1 paper bag.
 Probability: the chance that a particular event will occur.  When do people use probability ◦ Investing in stocks ◦ Gambling ◦ Weather.
The Wonderful World… of Probability. When do we use Probability?
5.1 Probability in our Daily Lives.  Which of these list is a “random” list of results when flipping a fair coin 10 times?  A) T H T H T H T H T H 
1. What’s the probability that the spinner will land on blue?
 Theoretical probability shows what should happen in an experiment.  Experimental probability shows what actually happened.
Objective  Find the experimental probability that an event will occur.
Warm up Decide if the following represent permutations or combinations. Then calculate the desired results. 1. How many different four digit numbers can.
PROBABILITY BINGO STAAR REVIEW I am based on uniform probability. I am what SHOULD happen in an experiment.
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.
Probability Experiments Problem Solving Sample Spaces Theoretical vs Experimental Compound Events Independent and Dependent Events.
Probability Lesson 32Power Up GPage 210. Probability.
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.
When could two experimental probabilities be equal? Question of the day.
How likely are you to have earned a “A” on the test?
Probability. We use the word probably when there is some level of ignorance as to what an outcome will be.
Mrs. Hubbard 6 th Grade.  What is the chance that a particular event will happen? - It will rain tomorrow. - We will have school tomorrow. - We will.
Probability 6.4. Outcomes Possible results of an action Examples: – 6 outcomes for rolling a dice (1,2,3,4,56) – 2 outcomes for flipping a coin (heads.
PROBABILITY bability/basicprobability/preview.we ml.
Math 1320 Chapter 7: Probability 7.3 Probability and Probability Models.
Warm up Given the data points, create a stem and leaf plot and a box and whisker plot: 3, 5, 11, 34, 28, 19, 4, 6, 14, 17, 22, 30, 1, 1, 9, 10, 24, 27,
PROBABILITY 4 corners review. A.One outcome or a collection of outcomes B. Based on relative frequency- what actually occurs during an experiment C. When.
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 Project Complete assignment on next slide on notebook paper. You need to use the interactive coin and dice on Moodle to complete assignment.
Probability Predictions Ch. 1, Act. 5.
Sec. 4-5: Applying Ratios to Probability
4.3 Introduction to Probability
EXAMPLE 1 Find a sample space
Probability.
2. There are 3 red, 7 blue and 6 green marbles in a bag.
Experimental probability
Finding Theoretical Probability Using an Area Model
PROBABILITY The probability of an event is a value that describes the chance or likelihood that the event will happen or that the event will end with.
Chapter 17 Thinking about Chance.
Chapter 9 Section 1 Probability Review.
Probability Trees By Anthony Stones.
History of Probability
Experimental vs. Theoretical Probability
A D D A D.
-NAPLAN TESTING -Intro to Probability
Probability Probability measures the likelihood of an event occurring.
10.1 Notes: Theoretical and experimental probability
Directions for using an Area Model:
Likelihood, Theoretical, and Experimental
Experimental Probability Vs. Theoretical Probability
Write each fraction in simplest form
Probability Mr. Johnson 2008.
Probability By Mya Vaughan.
Experimental vs. Theoretical Probability
Probability of TWO EVENTS
12.1 Find Probability and Odds
Probability.
Probability Mr. Johnson 2008.
Finding Theoretical Probability Using an Area Model
Probability.
Theoretical and Experimental Probability
Compound Events – Independent and Dependent
Homework Due Tomorrow mrsfhill.weebly.com.
Presentation transcript:

By:Tehya Pugh

What is Theoretical Probability  Theoretical Probability Is what you predict what will happen without really doing the experiment.  I have a number cube and a coin.  What can you predict what you would get if you tried 20 times with this experiment ?  12 total outcomes.

T heoretical Probability 1 st event2 nd event heads st event2 nd event Tails

What is Experimental Probability?  Experimental Probability is when you actually test your experiment.  So if I actually tried my experiment 24 times, how many total outcomes could there be?  24 total outcomes.

Experiment Probability CoinsNumber Cube Heads2 Tails6 1 3 Heads5 Tails2 Heads4 1 Tails6 2 coinNumber cube heads1 4 tails6 heads5 tails2 heads3 tails4 6 heads5 3

5 questions  Question # 1. What is the probability of rolling a 6 and flipping a heads?  1/12  Question # 2. How many total possible outcomes are there?  12  Question # 3. What is the probability of flipping a heads and rolling a 3 OR 5?  3/8  Question # 4. What is the probability of flipping heads OR tails and getting a 6?  3/8  Question # 5. What is a probability of flipping tails and rolling a 5,6 or 1?  4/8 or ½