Maths Mastery at Warrender

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Presentation transcript:

Maths Mastery at Warrender

Which is the odd one out, and why? 5 10 12

Objectives for today: To understand what is meant by ‘Mastery’ in mathematics. To identify how fluency impacts upon achieving mastery. To increase confidence and understanding in supporting your child at home.

Maths mastery is more… Deep and sustainable learning. The ability to build on something that has already been sufficiently mastered. The ability to reason about a concept and make connections. Conceptual and procedural fluency.

Representation and structure: Part, part whole model Ten frames Place value charts Bar models Numicon Cuisenaire Number beads Number lines Thermometers, clocks, weighing scales, measuring jugs, metre sticks, etc.

Fluency: Quick recall of facts and procedures The flexibility and fluidity to understand the structure of maths The ability to recognise relationships and make connections in mathematics Multiplication screening – June 2020 for year 4. Up to 12x12 answering in 6 seconds.

Mathematical thinking: Chains of reasoning and justifications using their mathematical understanding. The ability to investigate problems. The ability to give reasoning and not only say the answer. To be able to explain the process to others. Being able to represent the answer in a different way. By teaching it to others.

Coherence: Coherence is the journey that your child is taking within an aspect of maths. They are smaller steps so that your child is exposed to variation, reasoning and problem solving. This leads to a more confident mathematician who is able to use previously taught objectives to answer deeper thinking questions/problems.

Variation: Conceptual variation – different represenations of the same idea straengthens our understanding of what ‘it’ is. What would a child understand about the ‘sixness’ of 6 through only being exposed to it as a numicon 6 shape?

Variation: Procedural variation – choosing to vary one aspect to expose a mathematical structure or connection. Is there a way to structure the learning of number bonds of 6 in a way that encourages children to think mathematically, see patterns, make connections?

Maths mastery lessons at Warrender: Practise Variation Applying Reasoning Problem solving

Resources to support at home: www.timestables.co.uk Topmarks.co.uk Warrender website: Children Class pages Maths mastery

Questions