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StatisticsStage 6Students

When Averages Lie: Understanding Simpson’s Paradox

Explore how combining data sets can flip conclusions on their head with Simpson’s Paradox, a classic statistical curveball that’s tripped up doctors, coaches and policymakers alike.

20 July 2026·1 min read·Mathyard Team
NumberStage 4Curriculum

How Medieval Taxes Shaped Fractions, Decimals & Percentages

Explore how medieval tax collectors gave rise to percentages and decimals, and why these number systems still pop up in everything from shopping discounts to sports stats.

19 July 2026·2 min read·Mathyard Team
GeometryStage 5Students

The Mystery of the Missing Square

Discover how a simple shape rearrangement can seem to create (or destroy) area out of thin air. We’ll unravel the classic missing square puzzle and why it teaches us to be careful with area calculations.

18 July 2026·2 min read·Mathyard Team
MathematicsCalculusStage 6

Gabriel’s Horn: The Infinite Surface, Finite Volume Paradox

Discover the mind-bending shape known as Gabriel’s Horn, which has an infinite surface area yet holds a finite volume. Dive into its surprising history, real-world echoes, and why volume and surface area can play by different rules.

17 July 2026·2 min read·Mathyard Team
Stage 5GeometryMathematics

How Pythagoras Powers Your Smartphone’s GPS

Discover how an ancient Greek rule about right-angled triangles is the invisible engine behind GPS, video game graphics and even carpentry. We’ll explore its curious origin, modern-day uses and a common mix-up students often make.

16 July 2026·2 min read·Mathyard Team
MathematicsNumberStage 5

Fractions, Decimals and Percentages: From Egyptians to Discounts

Explore how 1/2, 0.5 and 50% are just three sides of the same idea, from ancient Egyptian scribes to modern shopfronts—and pick up easy tricks to switch between them.

15 July 2026·2 min read·Mathyard Team
GeometryStage 6Students

Euler’s Formula: The Hidden Geometry Behind 3D Shapes

From dice to domes, Euler’s V − E + F = 2 formula is everywhere in 3D geometry. Discover its surprising origins and why it’s more than just a classroom curiosity.

14 July 2026·2 min read·Mathyard Team
MathematicsStage 4Number

When Negatives Were Taboo: The Story of Computing with Integers

Discover how integer computations—especially negative numbers once shunned—shape everything from weather forecasts to coding. Learn the surprising history and real-life uses of these fundamental skills.

13 July 2026·2 min read·Mathyard Team
MathematicsGeometryStage 5

How Pythagoras Powers Your GPS and More

Pythagoras' theorem isn't just ancient wisdom—it's behind everything from GPS location to the video games you play. Dive into its surprising history, practical uses, and a common mix-up that trips people up.

12 July 2026·2 min read·Mathyard Team
MathematicsStage 5Algebra

Balancing Act: Ancient Scales to Everyday Equations

Discover how equations evolved from literal balance scales on Babylonian tablets to the tools you use every day, from cooking to budgeting and beyond.

11 July 2026·2 min read·Mathyard Team
GeometryStage 5Students

When Shapes Bend but Areas Don’t: The Shear Trick

Discover how sliding the top of a rectangle turns it into a parallelogram without changing its area, and why architects, designers and geologists love this sneaky transformation.

10 July 2026·2 min read·Mathyard Team