Formation of Tetrahedron Manufacturer,Supplier and Exporter in India
Product Code : EL-G-3533
Jlab Export is a leading Formation of Tetrahedron Manufacturer,and suppliers in India
Formation of Tetrahedron (code EL-G-3533) is a section model of a cube that demonstrates how a tetrahedron — a triangular-base pyramid — is constructed through the midpoints of the sides. Building the tetrahedron from a solid students already know makes its faces, edges and corners easier to follow. The model is made by Jain Laboratory Instruments Pvt Ltd (JLab) at its works in Ambala, India.
Specifications
| Parameter | Detail |
|---|---|
| Type | Section model of a cube |
| Demonstrates | Construction of a tetrahedron through the midpoints of the sides |
| Tetrahedron | Triangular-base pyramid |
| 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-G-3533 |
| Manufacturer | Jain Laboratory Instruments Pvt Ltd (JLab) — OEM |
| Country of origin | India (made in Ambala, Haryana) |
What Is the Formation of Tetrahedron Model Used For?
A tetrahedron is the simplest pyramid: it has four triangular faces, six edges and four vertices, and any face can serve as its base. Students often meet it only as a drawing, so seeing one formed from a sectioned cube, using the midpoints of the sides as reference points, links it to a solid they already understand and shows how a section of one solid can produce another. The model suits lessons on solid shapes, pyramids and sections of solids in middle and secondary school geometry, and it can be used alongside other solid models in a maths lab.
What to Specify When Ordering
- Number of models — for example one per maths classroom or maths lab.
- Other solid geometry models — transparent solids or a rods-and-balls construction set can go on the same enquiry as separate items.
- Delivery location — school address, or destination country and port for export.
Frequently Asked Questions
What does the Formation of Tetrahedron model show?
How a tetrahedron is constructed through the midpoints of the sides of a cube, using a section model of the cube.
What is a tetrahedron?
A triangular-base pyramid. It has four triangular faces, six edges and four vertices.
Why is a cube used to form the tetrahedron?
The cube is a familiar solid, and the midpoints of its sides give fixed reference points, so students can see exactly where the tetrahedron comes from.
What should an export enquiry include?
Quantity, destination country and port or city, delivery terms such as FOB or CIF, any packing or labelling needs, and a tender reference where applicable.
Who manufactures the model?
JLab — Jain Laboratory Instruments Pvt Ltd — at its works in Ambala, Haryana, India.
OEM Manufacturer
JLab is the trading name of Jain Laboratory Instruments Pvt Ltd, a manufacturer of maths lab equipment and science teaching apparatus in India, incorporated in 2017 and based on Hargolal Road, Ambala, Haryana. JLab produces this cube section model in its own works rather than reselling a traded item, so schools, colleges, dealers and importers buy factory-direct, every model is inspected by eye before it ships, and repeat orders are made by the same manufacturer. JLab exports worldwide and ships to buyers in every region — for example Egypt in North Africa, Australia in Oceania, South Korea in East Asia, Cameroon in Central Africa and Botswana in Southern Africa.
Related Solid Geometry Items
- Vertex Wonder — vertex balls and linking rods for building plane and solid figures and comparing pyramids with prisms.
- Transparent Figure Set — six big transparent solids, including a cube with holes at two vertices for showing a diagonal with a wire.
- 3D Solids — 17 transparent plastic shapes, each 10 cm, including a square pyramid and prisms.
- 3D Paper Nets — nets that show a solid opened out flat, for surface area work.
See the Geometry range and the Maths Lab Equipment section.
Request a Quote
Get a quotation by pressing Add To Cart on this page or by writing through the contact page with the number of models and the delivery destination.
Last updated: 16 October 2026
