Teaching approaches: Visualisation

Teaching Approaches

• Active learning
• Applying and consolidating
• Argumentation
• Assessment
• Classroom management
• Collaboration
• Curriculum development
• Curriculum planning
• Dialogue
• Differentiation
• Discussion
• Drama
• Exploring and noticing structure
• Games
• Group talk
• Group work
• Higher order
• Homework
• Inclusion
• Inquiry
• Introduction
• Investigation
• Language
• Learning objectives
• Mathematical thinking
• Modelling
• Narrative
• Open ended
• Planning
• Planning for interactive pedagogy
• Planning for professional development
• Posing questions and making conjectures
• Questioning
• Reasoning
• Reasoning, justifying, convincing and proof
• Scientific method
• Sharing practice
• The ORBIT Resources
• Thinking strategically
• Visualisation
• Visualising and explaining
• Whole class
• Working systematically
• 
  

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Relevant resources

Investigation	Consecutive Sums
	Can all numbers be made in this way? For example 9=2+3+4, 11=5+6, 12=3+4+5, 20=2+3+4+5+6 By definition, a problem is something that you do not immediately know how to solve, so learning how to solve something unfamiliar is not straightforward. Tackling an extended problem is difficult. This lesson gives pupils an opportunity to engage in mathematical thinking(ta) and develop their higher order(ta) thinking skills on a problem that is accessible but which has interest. For example, the problem is presented in diagrammatic and numerical ways. The plan suggests several visualisation(ta) methods to present the same underlying task. It should be useful for teachers to compare these different presentations and either to select the one that they feel will be most useful for their pupils or explore ways for the pupils to see the links between the different methods. The assessment(ta) ideas, using other pupils' solutions from the NRICH website are widely applicable to other problems too.
Modelling	Models in Science
	Teachers use models to help pupils make sense of their observations An opportunity for teachers to discuss the use of modelling(ta) and visualisation(ta) in Key stage 3 science
Sampling	Sampling techniques to assess population size
	This lesson offers students an opportunity to use their existing knowledge to analyse a ‘real scientific publication’ and its language(ta) and link this to scientific method(ta). They use study skills(topic) to skim read, make sense of complex language, and use visualisation(ta) to select relevant information They engage in collaborative(tool) group work(ta) using reasoning(ta) and skills in peer assessment(ta) They engage in dialogue(ta) and questioning(ta) to explore ideas together They also think about how to present information using ICT(i) tools)
Statistics	Cubic Equations and Their Roots
	To interactiviley explore and understand complex mathematics with GeoGebra This lesson features a ‘real life’ example for students to explore using visualisation(ta) via GeoGebra. The focus on ‘real life’ increases student motivation. The activity engages pupils in group talk(ta), mathematical thinking(ta) and vocabulary(ta). This open ended(ta) task encourages higher order(ta) thinking, and encourages whole class(ta) discussion(ta)/questioning(ta) and inquiry(ta) projects.
Visualisation	Perimeter of a rectangle.
	Interactive GeoGebra investigation that allows children (age 6-10) to explore an element of mathematics for themselves.
Visualisation	Using visualisation in maths teaching
	Thinking about visualisation in education. This unit looks at visualisation(ta) as it relates to mathematics, focusing upon how it can be used to improve learning. It also identifies ways in which to make more use of visualisation within the classroom.