Working Model of Pythagoras Theorem Manufacturer,Supplier and Exporter in India
Product Code : EL-MLE-1889
Jlab Export is a leading Working Model of Pythagoras Theorem Manufacturer,and suppliers in India
Working Model of Pythagoras Theorem (code EL-MLE-1889) is a maths lab demonstration model that proves the Pythagoras theorem by volume: the volume of side A added to the volume of side B equals the volume of side C. It is easy to demonstrate to a whole class. It is made by Jain Laboratory Instruments Pvt Ltd (JLab) at its works in Ambala, India.
Specifications
| Parameter | Detail |
|---|---|
| Type | Working model for demonstration |
| Topic | Pythagoras theorem |
| Method of proof | By volume — the sum of the volumes of side A and side B is equal to the volume of side C |
| Intended use | Demonstration to a whole class |
| Quality check | Each model is visually inspected before dispatch |
| Pack quantity | Each (sold individually) |
| Minimum order quantity | 10 units |
| Dispatch time | Usually 7–10 working days |
| Product code | EL-MLE-1889 |
| Manufacturer | Jain Laboratory Instruments Pvt Ltd (JLab) — OEM |
| Country of origin | India (made in Ambala, Haryana) |
What Is the Pythagoras Theorem Working Model Used For?
The Pythagoras theorem states that in a right-angled triangle the square on the hypotenuse equals the sum of the squares on the other two sides (a² + b² = c²). Textbook proofs usually compare areas; this model shows the same relationship as volume, so a class can watch side A and side B together match side C, the hypotenuse. Teachers use it in middle and secondary school geometry lessons and maths lab sessions.
What to Specify When Ordering
- Quantity — for example one model per maths lab or per teacher.
- Any of the separate Pythagoras theorem sets below that you want on the same quotation.
- Destination and delivery terms for an export order.
Frequently Asked Questions
What does this working model demonstrate?
The Pythagoras theorem, by volume: the sum of the volumes of side A and side B is equal to the volume of side C. This is the volume form of a² + b² = c², where c is the hypotenuse.
How does it differ from the wooden working model?
This model proves the theorem by volume. The Working Model of Pythagoras Theorem (Wooden) is a separate item in the Maths Lab Kit range, described as a rotatable working model.
What information is needed for an export quotation?
The quantity, the destination country and port or city, your delivery terms (for example FOB or CIF), any packing or labelling needs, and the tender reference if there is one.
Who manufactures this working model?
Jain Laboratory Instruments Pvt Ltd, trading as JLab, makes it at its works in Ambala, Haryana, India.
OEM Manufacturer
JLab is the trading name of Jain Laboratory Instruments Pvt Ltd, a maths lab and science teaching equipment manufacturer in India, incorporated in 2017 and based on Hargolal Road, Ambala, Haryana. The model is built at JLab’s own works, not bought from a trader, so schools, dealers and importers order it factory-direct and repeat orders come from the same maker. JLab exports worldwide and ships to buyers in every region — for example Estonia in Northern Europe, Vietnam in Southeast Asia, the Czech Republic in Eastern Europe, Bolivia in South America and Sudan in North Africa. Tender buyers can see the JLab lab tenders page.
Other Pythagoras Theorem Models and Sets
- Working Model of Pythagoras Theorem (Wooden) — a rotatable wooden working model.
- Senior Pythagoras Theorem Magnetic — acrylic triangles and a big square with a magnet at the back.
- Pythagoras Theorem By Small Square — a right-angle triangle and two-colour unit squares for proof by counting.
- Pythagoras Theorem By Reverse Method — a foam manipulative with a magnet at the back, showing Bhaskaracharya’s proof.
- Junior Pythagoras Theorem — a plastic right triangle with three squares printed with a square-inch grid.
Browse the Maths lab Equipments and Theorems ranges, or all Maths Lab Equipment.
Request a Quote
Press the Add To Cart enquiry button for this model, or write through the contact page with the number of models, the destination and any other Pythagoras sets to quote together.
Last updated: 16 October 2026
