Starter How many different animals can you think of?

Slides:



Advertisements
Similar presentations
Venn Diagrams.
Advertisements

Cambridge or Burnley? Your task is to put the photos into the Venn diagram to show whether you think they were taken in Burnley or Cambridge. If you think.
Colour hair using temporary colour
Using Tape Diagrams with Part-Whole Ratio Problems
S1: Venn Diagrams A Venn diagram is a way to represent sets of people or objects. A Venn diagram consists of a rectangle (to represent the whole set) with.
Venn Diagrams to find the HCF and LCM
Data Handling.
Venn Diagrams Lesson
SUNY Textbook Templates Milne Library, This work is licensed under the Creative Commons Attribution-ShareAlike 4.0 International License. To view.
Interest groups in the US One of the most important ways of participating in US politics is through interest groups There are thousands of interest groups.
Date Dispersion and Colour Lesson Outcomes How I did Targets Task 1:
Finding position-to-term rules Find position-to-term rules for these sequences:
SORTING DATA VENN DIAGRAMS.
Colours Family Animals Toys House Room Food Body Clothes Numbers Verbs
Scratch Programming Lesson 2 First glance to programming logic.
OCR Nationals ICT – Unit 5 Task 4 Task Overview An advertisement with a form to request further information must be included on the back page of the booklet.
Our Favorite Colors Take a survey of the class’s favorite color (red, blue, green, pink). Draw a bar graph that shows the number of votes each color received.
Students in a grade 7 class were raising money for charity. Some students had a “bowl-a-thon”. This table shows the money that one student raised for.
Book 1 Chapter starter 5 Here are the first 5 numbers in the 2, 5 and 10 times tables. 1(a)Write down the next 10 numbers in each times table. (b)Highlight.
Counting to 100. On the following tasks, you will need to fill-in boxes on a 100 chart using the paint bucket tool. Put your mouse in the box you want.
Primary School ‘Sveti Sava’ Class of 5&6 th year students with special education needs Pozarevac, Serbia.
Unit 1 – Lesson A Introduction to Venn Diagrams D. Otap – Fall 2015.
PROBABILITY – KARNAUGH MAPS. WHAT IS A KARNAUGH MAP?
DRAWING CHALLENGES IN MS WORD. GET READY Start MS Word Make sure you have the Home Tab selected You will be using these tools.
Exercise 1: Look at the sets. Then, write Є or. (16 points)
Summer 1.2 Natural Forms Painting Project Over the next 6 weeks you will complete a water colour painting of an animal seen in the documentary BBC Life.
x ( ) + - x ÷ ( ) + - x ÷ ( ) ! B I D M A S
Entry Task Solve for y 1) 2x + -3y < 12 2) x > ½ y - 7.
Conditional Probability
Week 1.
Images of a Queen –.
Skipton Girls’ High School
Probability and Venn Diagrams
Lesson Starter Explain what happens inside the eye of someone who is a) LONG sighted b) SHORT sighted and explain how to correct it.
Week 7 Lesson 1 Food Chains
Splash Screen.
Testing for Validity with Venn Diagrams
Science Lesson 1 L.O to differentiate between living and non living objects.
Cladograms.
Word Bank Rational Natural Irrational Integers Whole
Red Rockets and Rainbow Jelly (by Sue Heap & Nick Sharratt)
What are the colours of a rainbow?
Data Handling.
Sample Spaces, Subsets and Basic Probability
Using Tape Diagrams with Part-Whole Ratio Problems
My Penguin Math Book By:
Molecules of Life Part 2.
13/11/2018 Starter: L.O. To be able to
Print slides for students reference
Learning Intention: What do you know about probability?
Writing Function Rules
My Penguin Math Book By:
Patterns – Learning Outcomes
Please pick up the following BEFORE class starts:
15.1 Venn Diagrams.
Venn Diagrams to find the HCF and LCM
Lesson Starter In your groups, write down any jobs or careers you can think of that relate to Geography.
Directions: On each slide you will find fish of different colors, sizes, and numbers. You will also find bubbles for grouping the fish. On some slides.
Data Handling.
The. the of and a to in is you that with.
Venn Diagram/ Compare & Contrast
Sample Spaces, Subsets and Basic Probability
Bell Work.
Sample Spaces, Subsets and Basic Probability
Patterns in Division Lesson 1.2.
SPCR.1a – Lesson A Levels 1 – 3 Describe events as subsets of a sample space and use Venn diagrams to represent intersections, unions, and complements.
The Multiplication Table
Input/ Output Machines
Mummy daddy grandma grandpa brother sister children family friend.
Lesson Starter: answer in sentences
Presentation transcript:

Starter How many different animals can you think of? You will need this list later in the lesson, so aim to get at least 15 

What is sorting? The task of comparing and separating objects into groups based upon certain criteria. For example: colour, size, attributes (e.g. 2 legs or 6 legs)

Why are these animals sorted in this way?

Sometimes we need to place things outside the Venn diagram.

How could you sort these objects?

A Venn diagram a tool used for sorting objects into groups that have the same criteria. Sometimes the object can be placed in both groups. This is when the circles need to overlap. This object can then be placed in the overlapping section which represents both groups.

This group of objects are sorted into two separate Venn diagrams bathroom bedroom kitchen Red Green This Venn diagram is made of two overlapping circles. magnetic This Venn diagram is made of three overlapping circles.

Fill it with names of students in your class. Copy this Venn diagram. Fill it with names of students in your class. Make sure you put their name in the correct place! Has a brother Has a sister

This table shows foods that 7 friends like This table shows foods that 7 friends like. Draw a 3-way Venn diagram and put the names in the correct places. Pizza Chips Burgers Jim  Ted Lee Sue Joe Bob Bev

This table shows foods that 7 friends like This table shows foods that 7 friends like. Draw a 3-way Venn diagram and put the names in the correct places. Pizza Chips Sue Jim Ted Bev Joe Bob Lee Burgers

Usually there are two different rules being compared. A Carroll diagram is a diagram used to sort a number or an object by certain rules or conditions. Usually there are two different rules being compared. Green eyes Not green eyes Brown hair Not brown hair

There should be a box for everything! Copy this Carroll diagram and fill it with the animals that you thought of at the start of the lesson. There should be a box for everything! Plain Patterned Four legs Not four legs