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• TLF-IDA004286

This activity allows students to explore the concept of fractions in a familiar context. It lets them discover halves, quarters and eighths.

• TLF-IDA004600

In this lesson, students will practise breaking down a process into smaller parts or steps as an introduction to computational thinking.

• TLF-IDA003569

This comprehensive resource describes the progression of ideas that cover addition and subtraction of integers; multiplication and division of integers; the four operations with common and decimal fractions; and operation applications with percent, rate and ratio.

• TLF-IDA003586

This task can be used to reveal whether students can use markings on a ruler to measure in centimetres and whether they understand how the number on the scale relates to the units.

• TLF-IDA003624

Prepare for launch with the micro:bit! Set your sights on the stars by making a rocket ship, complete with countdown. You don't need a real micro:bit to participate. Use our full micro:bit simulator to learn, explore what the micro:bit can do! Blast-off in 3, 2, 1! If you have a micro:bit you can use our resources to build ...

• TLF-IDA003560

This comprehensive resource describes the progression of geometric reasoning. The resource demonstrates examples of relevant teaching strategies, investigations, activity plans and connected concepts in geometry including teaching and cultural implications.

• TLF-IDA003872

This sequence of 15 lessons will teach students various calculation strategies.

• TLF-IDA004312

This activity uses pattern blocks to explore patterns and the relationship between numbers. Students use the blocks to create and describe other shapes and since the blocks are relational they can be used for other investigations. For example, turn the blocks into units – if the triangle is one what is the value of the hexagon?

• TLF-IDA004342

This lesson focuses on different ways to tell time.

• TLF-IDA004277

This activity allows students to explore the concept of fractions with a focus on quarters. Adaptions can be made by changing the fraction. We want students to discover that the same fraction can look different but still have the same quantity/ amount.