Medha and the Secret of the Right Triangle
Medha’s Journey to Pythagoras theorem.
One bright morning in MedhāVatika, Medha was exploring the Garden of Shapes. The trees here grew in the form of triangles, circles, and squares. Among them stood a mystical right-angled triangle tree. Its trunk formed the base, its branches stretched tall as the height, and the longest vine across became the hypotenuse.
Build • Prove • Play
Sandbox
Puzzle
Boss Battle
Quiz Series
Score: 0
Streak: 0
Right Triangle Builder
a² + b² = c²
a = 3.00
b = 4.00
c = 5.00
Visual Proof (Squares on the Sides)
Area on a (a²): 9.00
Area on b (b²): 16.00
Area on c (c²): 25.00
Drag the glowing handles on axes to reshape the right triangle. Projection lines, tick labels and side markers help you read a, b and c.