Orange Interlocking Base Manufacturer,Supplier and Exporter in India
Product Code : EL-MLE-9694
Jlab Export is a leading Orange Interlocking Base Manufacturer,and suppliers in India
Orange Interlocking Base (code EL-MLE-9694) is a set of orange interlocking blocks that gives students concrete models for place value and for operations on whole numbers, decimals and algebra, and doubles as an aid for measuring length, area and volume. The block dimensions are in whole centimetre units. It is made by Jain Laboratory Instruments Pvt Ltd (JLab) at its works in Ambala, India.
Specifications
| Parameter | Detail |
|---|---|
| Type | Interlocking blocks |
| Colour | Orange |
| Block dimensions | In whole centimetre units |
| Number topics | Place value; operations on whole numbers, decimals and algebra |
| Measurement topics | Length, area and volume |
| Quality check | Each set is visually inspected before dispatch |
| Pack quantity | One set of orange interlocking blocks |
| Minimum order quantity | 10 units |
| Dispatch time | Usually 7–10 working days |
| Product code | EL-MLE-9694 |
| Manufacturer | Jain Laboratory Instruments Pvt Ltd (JLab) — OEM |
| Country of origin | India (made in Ambala, Haryana) |
What Is the Orange Interlocking Base Used For?
It is a hands-on manipulative for primary and middle-school maths. Because the blocks lock together, students can build a number from groups, regroup it when they add or subtract, and see why a digit’s place changes its value; the same idea extends to decimals when a larger group is treated as one whole, and to the operations of early algebra. For measurement, the whole-centimetre dimensions mean that lengths, areas and volumes built from the blocks work out in centimetres, square centimetres and cubic centimetres, so students can measure a line, cover a shape or build a solid and count the result.
What to Specify When Ordering
- Number of sets — for example one per group table or one per classroom.
- Any other base ten or interlocking-cube sets below to be quoted together.
- Delivery city and country, and any packing or labelling requirements.
Frequently Asked Questions
Which maths topics does the Orange Interlocking Base model?
Place value and operations on whole numbers, decimals and algebra.
Can it be used for measurement activities?
Yes. It is also an aid for measuring length, area and volume, as the block dimensions are in whole centimetre units.
What should an export enquiry include?
Send the number of sets, the destination country and port or city, the delivery terms you want (for example FOB or CIF), any packing or labelling needs, and the tender reference if the order is for a tender.
Who manufactures the Orange Interlocking Base?
Jain Laboratory Instruments Pvt Ltd (JLab), at its works in Ambala, Haryana, India.
OEM Manufacturer
JLab is the trading name of Jain Laboratory Instruments Pvt Ltd, an Indian manufacturer of maths lab manipulatives and school lab equipment, incorporated in 2017 and based on Hargolal Road, Ambala, Haryana. The blocks are produced at JLab’s own works, not bought from a trader, so schools, dealers and importers receive them factory-direct; each set is visually inspected before dispatch and repeat orders come straight from the manufacturer. JLab exports worldwide and ships to buyers in every region — for example Ivory Coast in West Africa, Congo in Central Africa, Malaysia in Southeast Asia, South Korea in East Asia and Samoa in Oceania.
Base Ten and Interlocking Sets
- Interlocking Cubes — solid plastic interlocking cubes in different colours, moulded to the standard one-centimetre size.
- Base Ten Block — a beginner set of unit cubes, ten rods, hundred flats and a thousand cube based on the centimetre cube.
- Classroom Base Ten Set — a class-size set of units, rods, flats and thousand cubes for group place-value work.
More manipulatives are in the Maths lab Equipments range and the full Maths Lab Equipment catalogue.
Request a Quote
Start an enquiry with the Add To Cart button, or tell JLab through the contact page how many sets you need, where they should go and which related sets to include.
Last updated: 16 October 2026
