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Starter Activity 5 minutes • 7505 ÷ 5 = • 12 – 6.01 = • 54 x 23 = • 15.4 – 8.88 = • 3,016 ÷ 13 = Reasoning
TOPIC: Introduction to Bar Graph LESSON OBJECTIVE(S) 1. All of you will be able to identify types of graphs used in collecting, organizing and representing data 2. Most of you will be able to interpret data in tables, tally charts, frequency tables, pictograms and bar charts 3. Some of you will be able to compare representations where scales have different intervals KEY WORDS 1. Pictograms 2. Bar charts 3. Frequency table 4. Tally charts 5. Interpret 6. Scales 7. Intervals
BAR GRAPH A bar graph is a chart that uses bars to show comparisons between categories of data. The bars can either be horizontal or vertical. A bar graph will always have two axes. ADD A FOOTER
Bar Charts Data that is counted and has no in-between value is called discrete data. Discrete data is usually collected in a frequency table and then presented as a bar chart. A bar chart has a horizontal axis and a vertical axis. • A bar chart must always have a title explaining what it shows. • Bars must be carefully drawn to show the data. • There must be a gap between each bar. • Each bar must be the same width. A number line is marked on the vertical axis. The scale of this number line is chosen based on the data range. The data categories are organised on the horizontal axis. Each axis must have a label explaining what it shows.
Interpret and present discrete and continuous data using appropriate graphical methods, including bar charts and time graphs Look at the bar chart then answer the questions. Eye Colour in Class 4 14 12 10 8 6 4 2 0 Number of Children Girls with blue eyes Girls with brown eyes Boys with blue eyes Boys with brown eyes Eye Colour • How many boys have brown eyes? • How many girls have blue eyes? • How many children have blue eyes? • How many children have brown eyes? • How many more girls have brown eyes than have blue eyes? • How many more boys have brown eyes than have blue eyes? • How many children are there in Class 4? 12 8 3 5 10 23 Reveal Answers 28
STUDENT ACTIVITY 1 ADD A FOOTER
Student Activity 2 ADD A FOOTER
5 minutes CORRECTION OF STUDENTS’ ACTIVTYAFL (RAG RATING) • SEE mark scheme 80% + 60% - 79% 59% & below ADD A FOOTER ADD A FOOTER 4/27/2023 2:29 PM 10
PLENARY • Describe the term bar chart. • Mention three characteristics of a bar graph 5 minutes ADD A FOOTER
QUESTION: Create a bar chart with data collected. 10 minutes
STARTER ACTIVITY ADD A FOOTER
5 minutes ANSWERS TO STARTER ACTIVITY A. 80 B. 250 LESSON OBJECTIVE(S) LESSON OBJECTIVE(S): 16
TOPIC: Introduction to Pictograms LESSON OBJECTIVE(S) 1. All of you will be able to identify types of graphs used in collecting, organizing and representing data 2. Most of you will be able to interpret data in tables, tally charts, frequency tables, pictograms and bar charts 3. Some of you will be able to compare representations where scales have different intervals KEY WORDS 1. Pictograms 2. Bar charts 3. Frequency table 4. Tally charts 5. Interpret 6. Scales 7. Intervals
Pictograms A Pictogram to Show How the Children in KS2 Travel to School Key: = 2 children Key: = 4 children A pictogram uses pictures or symbols to represent discrete data. A key shows the value represented by one picture or symbol. It is important to identify the value of the whole picture or symbol in a pictogram, as part symbols are often used to show different values. A Pictogram to Show How the Children in KS2 Travel to School In both of these pictograms, the data is the same but the value of the symbol is different. Walk Bicycle Car Bus Tram Train Other Types of Transport Walk Bicycle Car Bus Tram Train Other Types of Transport
STUDENT ACTIVITY 1 15 minutes
STUDENT TASK 2: 10 minutes
STUDENT ACTIVITY 2 ADD A FOOTER
15 minutes CORRECTION OF STUDENTS’ ACTIVTYAFL (RAG RATING) 80% + 60% - 79% 59% & below • SEE mark scheme ADD A FOOTER 4/27/2023 2:29 PM 25 ADD A FOOTER
PLENARY • Explain the term pictogram 5 minutes ADD A FOOTER
Starter Activity 5 minutes • 630 ÷ 9 = • 1.28 x 100 = • 42 • 50,000 – 500 = • 100 x 100 = Reasoning e
TOPIC: Introduction to Tally and Frequency Table LESSON OBJECTIVE(S) 1. All of you will be able to identify types of graph used in collecting ,organizing and representing data 2. Most of you will be able to interpret data in tables, tally charts, frequency tables, pictograms and bar charts 3. Some of you will be able to compare representations where scales have different intervals KEY WORDS 1. Pictograms 2. Bar charts 3. Frequency table 4. Tally charts 5. Interpret 6. Scales 7. Intervals
Solve comparison, sum and difference problems using information presented in bar charts, pictograms, tables and other graphs Look at the tally chart then answer the questions. • Which was the most common vehicle seen? • How many more bicycles than buses were seen? • How many more cars than bicycles were seen? • Write the total number for each vehicle. • How many trains, buses and cars were seen altogether? • How many vehicles were seen altogether? • Write a question about the tally chart for your partner to answer. Car 15 2 30 4 15 13 47 62 Reveal Answers
Creating Frequency Tables and putting the information into Graphs.
Favourite Children’s Toys of the 1980’s. (it wasn’t that long ago!!!) When we are collecting information and data about a particular topic, we need to do so in an organised way, so that we can later present it. Miss Crawford asked 50 friends (25 boys and 25 girls) from when she started school in 1988 what their favourite toy was from a selection of 8 popular toys of the time. The choices were as follows: (On the Next Slide)
Favourite Children’s Toys of the 1980’s. The choices were as follows:
STUDENT ACTIVITY 1 10 minutes
STUDENT ACTIVITY 1 10 minutes Use the above data to create a bar graph.
15 minutes CORRECTION OF STUDENTS’ ACTIVTYafl (RAG RATING) 80% + 60% - 79% 59% & below • SEE mark scheme ADD A FOOTER ADD A FOOTER 4/27/2023 2:29 PM 44 44
PLENARY • What is a tally? • Explain the meaning frequency ? 5 minutes ADD A FOOTER 45
https://youtu.be/5C9LBF3b65s • DAY 4
STARTER ACTIVITY 2 minutes LESSON OBJECTIVE(S) LESSON OBJECTIVE(S): 47
ANSWER TO STARTER ACTIVITY =5 + 2 +6 + 6 = 19 Children LESSON OBJECTIVE(S) LESSON OBJECTIVE(S): LESSON OBJECTIVE(S) LESSON OBJECTIVE(S): 48 48 48
TOPIC: INTRODUCTION TO STATISTICS (MEAN, MEDIAN, MODE AND RANGE) LESSON OBJECTIVE(S) 1. All of you will be able to explain the statistical term mean, median, mode and range. 2. Most of you will be able to calculate the mean, median, mode and range of any data collected. KEY WORDS 1. Mean 2. Mode 3. Median 4. Range LESSON OBJECTIVE(S)
https://youtu.be/5C9LBF3b65s • https://youtu.be/5C9LBF3b65s Watch video via the link.