Year 3-5 Open-ended Mathematics Activities

Slides:



Advertisements
Similar presentations
Simple Probability and Odds
Advertisements

Brown Bear, Brown Bear Book by Bill Martin, Jr
Lesley Hall What is the probability of the arrow landing on a 3? =
Concept Teaching I like this / that / these / those……?
This is a self running presentation that lasts about 4 minutes, and loops continuously until escape is pressed. The text appears one word at a time to.
Year 3-5 Mathematics Open-ended Activities
Chapter
Mathematical Reflection 1 Data Distribution p. 27 1)Use the situation below to help you answer parts (a)-(e) Students collected data from their classmates.
7.11 Probability, Fractions, and Spinners. Mental Math There are 5 red and 5 blue blocks in a bag. What are the chances of picking a red block? What are.
Bill Martin Jr. and Eric Carle
BROWN BEAR, BROWN BEAR, WHAT DO YOU SEE?
© red ©
Probabilities of Dependent Events. Determining probabilities of dependent events is usually more complicated than determining them for independent events.
Brown bear, brown bear, What can you see? I can see a red bird Looking at me.
Year 3-5 Open-ended Mathematics Activities
Making Predictions with Theoretical Probability
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.
Find the probability and odds of simple events.
Probability. Probability is the chance that something will occur or happen. Probabilities are written as fractions, decimals, or percents. Probability.
Review Test 3.4. Find P(B, then C) Question 1 A A AB B B C C.
Calculating Probabilities. Calculating probability What is the probability of the following events? P(tails) = 1 2 P(red) = 1 4 P(7 of ) = 1 52 P(Friday)
Multiple Alleles Practice Problems.
Math I.  Probability is the chance that something will happen.  Probability is most often expressed as a fraction, a decimal, a percent, or can also.
Math Pacing Probability - Simple Probability and Odds 1.Which measure of central tendency best describes the data? Explain , 82, 85, 86, 87, 88,
每日一句 Tie your shoes. 綁好你的鞋帶。. Brown bear Red bird.
Probability MOST LIKELY LEAST LIKELY PROBABLY Created by Lindsey Roberts-Walstrom West Hartford Public Schools.
Fractions & Decimals. One third of a class order lunches from the tuckshop each day. How many students might be in the class and how many of them order.
I like this robot. It is red. this / that. I like that robot. It is red. This / that.
I see colors.. I see a blue bird. I see a yellow sun.
Probability 5 th grade Math Probability Probability is a measure of how likely it is for an event to happen.
250 trials 350 trials Probability: Relative Frequency An estimate of the probability of an event happening can be obtained by looking back at experimental.
2 pt 3 pt 4 pt 5pt 1 pt 2 pt 3 pt 4 pt 5 pt 1 pt 2pt 3 pt 4pt 5 pt 1pt 2pt 3 pt 4 pt 5 pt 1 pt 2 pt 3 pt 4pt 5 pt 1pt Vocabulary More VocabSpinners Possible.
EXAMPLE 3 Standardized Test Practice SOLUTION The theoretical probability of stopping on each of the four colors is.Use the outcomes in the table to find.
I see a red bird Brown Bear, Brown Bear, looking at me. What do you see?
Probability Slideshow. Probability ProbabilityProbability is the likelihood that an event will happen. Here are word you can use to describe probability:
Timed test.  You will see a series of 10 questions.  You have to write down the answer to the question.  Easy enough eh?  REMEMBER TO GIVE PROBABILITIES.
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.
JIM SMITH JCHS SPI THE PROBABILITY THAT SOMETHING WILL HAPPEN IS THE NUMBER OF SUCCESSFUL OUTCOMES OVER THE TOTAL NUMBER OF OUTCOMES.
Implementation 1.Review the mathematical concept. 2.Review the problem solving steps. 3.READ: Children read the part that is asking them to find something.
Brown Bear, Brown Bear, What Do You See?
Colors brown red yellow blue green purple white gold.
Brown Bear, Brown Bear, What Do You See?
Brown Bear, Brown Bear, What Do You See. Written by Bill Martin, Jr
Implementation 1.Review the mathematical concept. 2.Review the problem solving steps. 3.READ: Children read the part that is asking them to find something.
Probability.
Yes – all of it No – none of it Some of it
This is a self running presentation that lasts about 4 minutes, and loops continuously until escape is pressed. The text appears one word at a time to.
I see colors..
Implementation Review the mathematical concept.
12.1 – Probability Distributions
Probability! 3rd grade Review Created by J. Hicks – ITRT
Colour Farm Dr. Jean.
Brown Bear, Brown Bear, What Do You See?
Probability.
Graphing Lab.
Unit 8. Day 5..
Averages and range: Mode from a frequency table
Stage 3, Year 6 Chance Alice Vigors 2017.
Stage 3, Year 6 Chance.
The Color Farm Tune: “Bingo”
Probability Slideshow
theoretical probability p = number of successful outcomes
What Color is it?.
C c Cc is for cat. © ©
Colour Farm Dr. Jean.
© T Madas.
Statistics Non Calculator.
Experimental Probability
Brown Bear, Brown Bear Book by Bill Martin, Jr
Are the outcomes equally likely?
Presentation transcript:

Year 3-5 Open-ended Mathematics Activities Statistics & Probability Open-ended Maths Activities By Peter Sullivan & Pat Lilburn Teaching and Assessing Maths through Open-ended Activities By Pat Lilburn & Irene Sawczak

Draw a diagram to show what the spinner might look like. Chance Emily spun a spinner 20 times. It landed on red and yellow eight times each, on green three times and on blue once. Draw a diagram to show what the spinner might look like.

What are some outcomes that have a one in two chance?

What might the graph look like? Data A survey of pets owned by students in a class showed that thee were more cats than dogs and more dogs than birds. What might the graph look like?

What might the frequency table look like? Data A frequency table showed that there were more children with brown hair in our class than blonde or black hair. In fact only two children had black hair. What might the frequency table look like?