Skip to content
Mathematics · Year 2 · Measuring the World · Summer Term

Asking and Answering Data Questions

Formulating questions about data and interpreting simple charts and graphs to find answers.

National Curriculum Attainment TargetsKS1: Mathematics - Statistics

About This Topic

Year 2 students practise asking and answering questions about data sets presented in pictograms, tally charts, and simple bar charts. They design questions suited to a given pictogram, for example, 'How many more pupils chose apples than bananas?' They evaluate which graph type best shows specific information, like discrete categories in a pictogram versus continuous data in a line graph. They also justify conclusions, such as 'Football is the most popular sport because it has the tallest bar.' These skills use real class data from surveys on favourite foods or pets.

This topic aligns with the KS1 Statistics objectives in the National Curriculum, particularly within the Measuring the World unit. It strengthens data handling by linking collection, representation, and interpretation. Students build reasoning skills that support maths across the curriculum and everyday tasks like reading election results or shopping comparisons.

Active learning benefits this topic greatly. When students conduct their own surveys, construct graphs on large paper, and quiz peers on findings, they connect abstract representation to concrete experiences. Group discussions about graph choices clarify criteria, while defending answers builds confidence and reveals gaps in understanding.

Key Questions

  1. Design a question that can be answered by looking at a given pictogram.
  2. Evaluate which type of graph is best for showing a particular kind of information.
  3. Justify conclusions drawn from analyzing data in a chart.

Learning Objectives

  • Design a question that can be answered by analyzing a given pictogram.
  • Compare the effectiveness of pictograms, tally charts, and bar charts for representing different types of data.
  • Justify conclusions drawn from data presented in simple charts and graphs.
  • Calculate the difference between two categories within a data set using a pictogram.

Before You Start

Collecting and Recording Data

Why: Students need to be able to gather simple data, such as through a class survey, before they can represent and interpret it.

Counting and Comparing Numbers

Why: Interpreting charts involves counting objects or symbols and comparing quantities, skills developed in earlier number work.

Key Vocabulary

PictogramA chart that uses pictures or symbols to represent data. Each symbol stands for a certain number of items.
Tally ChartA chart used to record data by making a mark (usually a vertical line) for each piece of information. Fives are often shown by crossing four lines with a fifth.
Bar ChartA chart that uses rectangular bars of varying heights or lengths to represent data. The bars can be vertical or horizontal.
DataFacts and statistics collected together for reference or analysis. This can include numbers, names, or observations.

Watch Out for These Misconceptions

Common MisconceptionPictogram symbols each represent exactly one item, even if grouped.

What to Teach Instead

Symbols often stand for two or five items; students overlook keys. Hands-on pictogram creation with sticky notes lets them experiment with scales, while peer teaching during sharing reinforces checking the key first.

Common MisconceptionAny graph works for any data; bar charts are always best.

What to Teach Instead

Pictograms suit categories like favourites; block graphs show amounts. Station activities expose this through trying mismatched graphs, prompting group evaluation of clarity and suitability.

Common MisconceptionConclusions from data are opinions, not evidence-based.

What to Teach Instead

Students state 'most' without comparing totals. Collaborative justification rounds, where pairs defend answers with graph evidence, build precise language and reasoning.

Active Learning Ideas

See all activities

Real-World Connections

  • Supermarket managers use bar charts to track sales of different products, like crisps or cereal, to decide which items to stock more of. They might ask, 'Which flavour of biscuits sold the most last week?'
  • Local councils might use pictograms to show how many people in a neighbourhood use different types of transport to get to work, such as cars, buses, or bicycles. This helps them plan for public transport improvements.

Assessment Ideas

Exit Ticket

Provide students with a simple pictogram showing favourite colours. Ask them to: 1. Write one question that can be answered by looking at the pictogram. 2. Answer their own question.

Quick Check

Show students two different charts (a pictogram and a bar chart) displaying the same data about pets owned by children. Ask: 'Which chart makes it easiest to see how many children have dogs? Explain why.'

Discussion Prompt

Present a tally chart of children's favourite fruits. Ask: 'If we wanted to show this information to parents, which type of chart would be best: a pictogram, a tally chart, or a bar chart? Why is that chart a good choice for this information?'

Frequently Asked Questions

How do Year 2 children design questions for pictograms?
Start with class-generated data on familiar topics like lunch choices. Model questions using who/what/how many/more than phrases. Pairs practise by viewing a pictogram and brainstorming three questions, then selecting the best. This scaffolds from concrete observations to precise enquiry, aligning with NC objectives.
What graph types for Year 2 data handling?
Focus on pictograms with simple keys, tally charts, and block graphs or bar charts with scales of 1, 2, 5, or 10. Avoid line graphs. Activities comparing graph types for the same data help students see strengths, like pictograms for visual appeal in categories.
How to teach justifying data conclusions in Year 2?
Use sentence stems: 'This shows... because...'. After group graph-making, students present findings to the class, citing evidence like 'the longest line'. Peer feedback refines justifications, ensuring they link back to the visual data accurately.
How can active learning help students with data questions?
Active approaches like surveying peers and building graphs make data personal and tangible. Students move from passive reading to active questioning, as in rotation stations where they generate and answer queries collaboratively. This reveals misconceptions instantly, boosts engagement through ownership, and develops communication skills via sharing findings.

Planning templates for Mathematics