Which Team Will Win? Think back to this previous lesson where we compared frequency trees with a probability tree diagram:

Slides:



Advertisements
Similar presentations
4.2 Factors and Prime Factorization
Advertisements

Orange Boat 3Purple Boat 4Red Boat 5Yellow Boat 6Green Boat 2Blue Boat 1.
EXAMPLE 6 Find probability of three dependent events Costume Party You and two friends go to the same store at different times to buy costumes for a costume.
EXAMPLE 6 Find probability of three dependent events Costume Party
What Do You Expect? 7th grade Expected Value Vocabulary Terms Two-Stage Games Probability.
People Fractions. Problem 1 of 20 Answer 1 = 10 Problem 2 of 20 Answer 2 = 5.
Probability Practice.
Tree Diagrams  Be able to use a tree diagram to list the possible outcomes from two events.  Be able to calculate probabilities from tree diagrams. 
Probability 2 Compound Probability.  Now lets consider the following:  2 dice are rolled and the numbers are added together.  What are the numbers.
Lesson 4-13 Example Example 1 Find the product of 27 and 52. Use the partial products method. 1.Rewrite the problem in vertical format. 52 × 27.
Type your question here. Type Answer Type your question here. Type Answer.
Terra Nova Practice Lesson 10 Multiplying and Dividing Fractions.
Lesson 36Power Up GPage 255 Ratio Sample Space.  Relationship between two numbers. The softball team had 4 loses and 10 wins. The ratio of loses to wins.
Page 154 #9-28 ANSWERS.
4-2 Factors and Prime Factorization Warm Up Warm Up Lesson Presentation Lesson Presentation Problem of the Day Problem of the Day Lesson Quizzes Lesson.
4-2 Factors and Prime Factorization Course 1 Lesson Presentation Lesson Presentation.
4-1 Factors and Prime Factorization I CAN list all the factors of a number. I CAN write prime factorizations of composite numbers.
Mathsercise-C Probability Trees Ready? Here we go!
Common Denominators. Why do we need to know this? Comparing fractions >,
In this lesson you are going to learn how to divide fractions by multiplying by the reciprocal.
Comparing and Scaling Investigation 3. Lesson 3.1 Page 34 A - F How do you find out the cost of just one Calculator? Make sure you fill out the table.
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.
Comparing and Ordering Fractions
Probability 100% 50% 0% ½ Will happen Won’t happen
Objective: Today we will be using bar models to create maths sentences.
Basic Probability Rules
RENAME TO HIGHER TERMS Introducing: higher terms identity.
PROBABILITY.
(Single and combined Events)
Comparing and Ordering Fractions
Recall isometric drawing from lesson 1
Multiplying Fractions
No. 1 c) 7 20 d) 3 40 Leaving work Getting to work on time on time
Using the spinner below:
Student Activity 1: Fair trials with two dice
KIDS Rules What are the KEY words? What is the INSTRUCTION?
Probability Multiplication Principles of Counting
P(A and B) = P(A) x P(B) The ‘AND’ Rule
[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.
Factors and Prime Factorization
RAG Starter Activity Complete the ‘Heard the Word Grid.’
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
Align The Stars Continue.
Align The Stars Continue.
Align The Stars Continue.
theoretical probability p = number of successful outcomes
Car Race – Linear Sequences
Blue Boat 1 Green Boat 2 Orange Boat 3 Purple Boat 4 Red Boat 5
Lesson Quizzes Standard Lesson Quiz
Align The Stars Continue.
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
Multiplying Fractions
1.7 Addition Rule - Tree Diagrams (1/3)
N7 Prime factor decomposition, HCF and LCM
How to Play Divide your class into two teams: blue and yellow.
Rename To Higher Terms Introducing: higher terms identity.
Module 4: MULTIPLYING and DIVIDING FRACTIONS
75 previous answer What is of 37.5? ? go to.
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
Fun… Tree Diagrams… Probability.
Complete the sample space diagram on your whiteboards
Vocabulary factor prime factorization.
Events are independent events if the occurrence of one event does not affect the probability of the other. If a coin is tossed twice, its landing heads.
Probability Chances Are… You can do it! Activity #4.
75 previous answer What is of 60? ? go to.
Place reading text here
Factoring Trinomials Bustin’ da B ax2 + bx + c.
What fraction should go here
On your whiteboards: How many ‘maths sentences’ can you write down from this diagram?
Tree Diagrams Be able to use a tree diagram to list the possible outcomes from two events. Be able to calculate probabilities from tree diagrams. Understand.
Presentation transcript:

Which Team Will Win? Think back to this previous lesson where we compared frequency trees with a probability tree diagram:

Which Team Will Win? We can rewrite the frequency tree as a probability tree diagram: 16 16 24 Y 24 24 36 Y 8 8 24 B 8 8 12 Y 12 36 12 B 4 4 12 B

Which Team Will Win? What are the differences between the two diagrams? 16 16 24 Y 24 24 36 Y 8 8 24 B 8 8 12 Y 12 36 12 B 4 4 12 B

Which Team Will Win? Where do the fractions come from in the second diagram? 16 16 24 Y 24 24 36 Y 8 8 24 B 8 8 12 Y 12 36 12 B 4 4 12 B

Which Team Will Win? Notice the fractions haven’t been cancelled down? What would they be if they were? How does this relate to the dice we used? 16 24 16 Y 24 24 36 Y 8 24 8 B 8 12 8 Y 12 36 12 B 4 4 12 B

Which Team Will Win? We can use the tree diagram to find probabilities by multiplying the fractions on the branches. 2 3 Y 2 3 Y 1 3 B 2 3 Y 1 3 B 1 3 B

Which Team Will Win? On your whiteboards: What is the probability of the Yellow team scoring twice? 2 3 Y 2 3 Y 1 3 B 2 3 Y 1 3 B 1 3 B

Which Team Will Win? On your whiteboards: What is the probability of the Blue team scoring twice? 2 3 Y 2 3 Y 1 3 B 2 3 Y 1 3 B 1 3 B

Which Team Will Win? On your whiteboards: What is the probability of the Yellow team scoring once? Why is this different? 2 3 Y 2 3 Y 1 3 B 2 3 Y 1 3 B 1 3 B

Which Team Will Win? On your whiteboards: What is the probability of the Yellow team scoring at least once? Can you answer this in more than one way? 2 3 Y 2 3 Y 1 3 B 2 3 Y 1 3 B 1 3 B

Here is a partially filled tree diagram What is different about this tree diagram?

Here is a partially filled tree diagram What do you think this tree diagram is about?

Here is a partially filled tree diagram What questions could be asked about this tree diagram? Think of as many as you can and write them on your whiteboards. Choose some questions from around the room and ask students to find the answers on their whiteboards.