Pythagoras Theorem By Small Square Manufacturer,Supplier and Exporter
Product Code : SEL-ML-10333
Quick Answer: With one right-angled triangle and 25 unit squares in two colours, this set lets students prove Pythagoras' theorem by arranging the small squares to build the square on each side of the triangle.
Last updated: October 2026
Key Features
1 right-angled triangle
25 unit squares
Squares supplied in 2 colours
Unit squares are arranged to build each side square
Technical Specifications
Specification
Value
Right-angled triangle
1
Unit squares
25 pieces
Square colours
2
About This Product
Counting squares makes the theorem concrete before any algebra appears. Learners arrange the unit squares to make the square on each side of the triangle, then see that the squares on the two shorter sides together cover the same area as the square on the longest side. Supplied in two colours, the squares turn a key geometry result into a fun-and-learn activity. Schools and distributors in Vietnam, Djibouti, Argentina, Belize and Tajikistan can order the Pythagoras Theorem By Small Square from School Educational Instrument.
Frequently Asked Questions
How many squares come with the set?
The set has 25 unit squares in 2 colours, together with 1 right-angled triangle, so students can arrange the squares to make the square on each side.
