Area of Quadrilaterals Challenge
A randomised 10-question challenge where students calculate area for triangles, parallelograms, trapeziums, rhombuses, kites and composite shapes, with new numbers each…
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Explore Measurement & Trigonometry through 12 licensed Mathematics simulations, guided investigations and challenges for classroom teaching.
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A randomised 10-question challenge where students calculate area for triangles, parallelograms, trapeziums, rhombuses, kites and composite shapes, with new numbers each…
A guided Year 8 investigation where students derive area formulas by rearranging parallelograms, duplicating trapeziums, using diagonals for rhombuses and kites, and…
Predict how many small squares fit in a larger one and fill it row by row, practise conversions on a km² → mm² ladder, and compare real objects with 1 m², 1 ha and 1 km².
Investigate where the formula A = πr² comes from by progressively slicing a circle into sectors and rearranging them into a rectangle-like shape. Students work through a…
A guided investigation where students connect radius, diameter and circumference, measure how many diameters fit around a circle, discover π as the…
A story-driven capstone challenge where students design a festival site by solving connected problems involving percentages, linear equations, circumference, circle…
An active lab using geological drillhole data to reconstruct underground drilling angles with inverse trigonometry, then inspect the selected drillhole within its local…
A story-driven capstone challenge where students stabilise a Mars research base by solving connected problems involving scientific notation, rates, percentages, linear…
Place and resize rectangles and right-angled triangles on a scaled site to meet minimum areas and a fence budget, then calculate and check every area and perimeter.
An investigation where students compare perimeter and area across rectangles, triangles, parallelograms, trapeziums, rhombuses, kites, circles and composite shapes,…
Investigate how to determine the volume of a swimming pool using a rotatable 3D model. Students identify the key measurements required, determine an appropriate method…
Why do official sources disagree about the length of Australia's coastline? Students walk rulers of different lengths around the real mainland coast, measure maps at…