Probability 5 Minute Fillers. Pop Up Pirate 24 swords 4 different colours (blue, yellow, red, green) Work out the following probabilities: – P(Popping.

Slides:

Advertisements

Similar presentations

Fraction Finder Can you identify the fractions?. What fraction of this shape is yellow?

Advertisements

Chapter 4: Section 6 Compound Probability.

GOAL: IDENTIFY THE DIFFERENCE BETWEEN A DEPENDENT AND AN INDEPENDENT EVENT. Independent and Dependent Events.

Algebra 1 Notes: Probability Part 3: Compound Probability.

Probability Sample Space Diagrams.

 SULTAN AHMED  Assistant Teacher  Begun Baria Govt. Primary School.  Singra, Natore.

Probabilities of Dependent Events. Determining probabilities of dependent events is usually more complicated than determining them for independent events.

The Binomial Distribution. Introduction # correct TallyFrequencyP(experiment)P(theory) Mix the cards, select one & guess the type. Repeat 3 times.

Calculating Probabilities for Chance Experiments with Equally Likely Outcomes.

Notes Over 12.5 Probability of Independent Events 1. You are playing a game with 2 numbered cubes. Find the probability of rolling a sum of 8 on the first.

We are all different.

Inorganic Analysis Fish!. Pick a question!

Simple Event Probability is the chance or likelihood that an event will happen. It is the ratio of the number of ways an event can occur to the number.

Write down your choice of 5 different numbers between 1 and 36 Three ways to win. –In any order match: All 5 4 out of 5 3 out of 5 –Prize: Giant Book.

Starter Place the following events on the probability scale

1.3 Simulations and Experimental Probability (Textbook Section 4.1)

Chance Experiments. Review! MondayTuesdayWednesdayThursdayFriday ChocolateBlueberryPoppy SeedCranberryChocolate SpiceChocolate Chip BananaBlueberryPoppy.

Chapter 9 Review. 1. Give the probability of each outcome.

Counter Probabilities Teacher's Notes Topic: Probability

10-2 Experimental Probability Course 3 Warm Up Warm Up Problem of the Day Problem of the Day Lesson Presentation Lesson Presentation.

PROBABILITY (Theoretical) Predicting Outcomes. What is probability? Probability refers to the chance that an event will happen. Probability is presented.

INDEPENDENT EVENTS. Events that do NOT have an affect on another event. Examples: Tossing a coin Drawing a card from a deck.

Compound Events COURSE 2 LESSON 12-5

Holt CA Course Experimental Probability Warm Up Warm Up California Standards California Standards Lesson Presentation Lesson PresentationPreview.

10-2 Experimental Probability Course 3 Warm Up Warm Up Problem of the Day Problem of the Day Lesson Presentation Lesson Presentation.

Probability of Simple Events

In the Racing Game of Knowledge Who will finish first? By:priya ridha p Click Here to Start 5 player Click Here to Start 1 player.

10-2 Experimental Probability Course 3 Warm Up Warm Up Experimental Probability Experimental Probability Theoretical vs. Experimental Probability Theoretical.

Multinomial Distribution World Premier League Soccer Game Outcomes.

250 trials 350 trials Probability: Relative Frequency An estimate of the probability of an event happening can be obtained by looking back at experimental.

Expected Value and Fair Game S-MD.6 (+) Use probabilities to make fair decisions (e.g., drawing by lots, using a random number generator). S-MD.7 (+) Analyze.

S U C C E S S I O N. Z Z Scissors Paper Stone  Scissors beats paper (cuts it)  Paper beats rock (wraps it)  Rock beats scissors (blunts it)

Gambling and probability 1. Odds and football.  Predict the Premier League results for this weekend.  Can you estimate the probability of a win/draw/loss.

JIM SMITH JCHS SPI THE PROBABILITY THAT SOMETHING WILL HAPPEN IS THE NUMBER OF SUCCESSFUL OUTCOMES OVER THE TOTAL NUMBER OF OUTCOMES.

Guess the colour Mix the colours Evaluation Group with work.

What colour is it / are they?

Probability Grade 7: Make predictions, given a probability

Grade 11 Week 5 Percentages.

Types of angles.

WHAT IS PROBABILITY?.

South African Flag The South African flag contains the most colours of any national flag. Can you colour it in here? RED WHITE YELLOW WHITE BLACK GREEN.

Reading a Normal Curve Table

Watch Pete the Cat here:

Butterfly Maths Each caterpillar must be coloured the correct pattern for it to turn into a butterfly. Work out each problem to know how to colour each.

CHAPTER 6 PROBABILITY & SIMULATION

The Probability of an event NOT Happening

Mind warm up! RED GREEN YELLOW RED PINK BROWN BLUE GREEN

Think about how you would draw this diagram using compasses.

S U C C E S S I O N P(N chosen) = 1 10 P(S chosen) = 3 10

[4] the sum of the numbers you throw. It is your turn, you need to score exactly 4 to dice your score is the number you throw. If you throw two dice your.

Election #1 Popular Vote Electoral Vote State Red Yellow

An introduction to tree diagrams (level 7-8)

Probability of a single event

What is the value of -(A>-B) for each of the ways A and B

Types of Angles An acute angle measures less than 90°

Probability Vocabulary:

What Color is it?.

no replacement – version 2

What colour is it / are they?

Probability Mutually exclusive and exhaustive events

Probability – Mutually Exclusive & Exhaustive – Bingo Only Answers

Probability – Mutually Exclusive & Exhaustive – Bingo Method

Presentation transcript:

Probability 5 Minute Fillers

Pop Up Pirate

24 swords 4 different colours (blue, yellow, red, green) Work out the following probabilities: – P(Popping on the first go) – P(Popping on the second go) *assume first go has happened already – P(Not popping the whole game) – P(Not popping on the first go)

Guess Who?

P(Guess correct on turn 1) P(Male) P(Bald) P(Glasses) P(Hat)

Premier League

Task: Look at the table here Using the data, calculate the probability of: Arsenal winning a game Manchester United losing a game Chelsea drawing a game Tottenham conceding a goal

Patchwork Look at the flags opposite. If you were to randomly cut out a small section of the flag, what is the likelihood of it being: Red Blue White