Algebraic Bosse Tiles X and Y Manufacturer,Supplier and Exporter in India
Product Code : EL-MLE-9808
Jlab Export is a leading Algebraic Bosse Tiles X and Y Manufacturer,and suppliers in India
Algebraic Bosse Tiles X and Y (code EL-MLE-9808) is a pack of four sets of x and y Bosse Tiles, translucent algebra manipulatives that stand for the different elements of an algebraic equation. Students use them to multiply linear polynomials and factor quadratic polynomials in secondary-school maths, and teachers can show the same work on an overhead projector. JLab (Jain Laboratory Instruments Pvt Ltd, Ambala, India) supplies it to schools, colleges and dealers.
Specifications
| Parameter | Detail |
|---|---|
| Product type | Algebra manipulative tiles (Bosse Tiles) |
| Brand | Bosse Tiles |
| Contents | Four sets of the x and y Bosse Tiles |
| Variables | x and y |
| Tiles | Translucent, for use on an overhead projector |
| What Bosse Tiles can represent | The product of linear polynomials in up to three variables, or the factoring of quadratic polynomials with as many as six terms |
| Quality check | Each pack is visually inspected before dispatch |
| Pack quantity | Four sets of x and y Bosse Tiles |
| Minimum order quantity | 10 units |
| Dispatch time | Usually 7–10 working days |
| Product code | EL-MLE-9808 |
| Supplied by | Jain Laboratory Instruments Pvt Ltd (JLab), Ambala, India |
How Does It Compare with Other Bosse Tiles Sets?
| Product | Variables | Contents |
|---|---|---|
| This pack (EL-MLE-9808) | x and y | Four sets of the x and y Bosse Tiles |
| Algebraic X and Y Bosse Tiles | x and y | One set of 240 pieces in blue and red: units, x and y tiles/bars, and x², y² and xy flats |
| Algebraic Z Bosse Tiles | z (with xz and yz flats) | 100 pieces in blue and red: z tiles/bars, and z², xz and yz flats |
Choose this pack when a class needs four sets of the x and y tiles under one product code. Algebraic X and Y Bosse Tiles is a single 240-piece x and y set, and Algebraic Z Bosse Tiles is a 100-piece set of z pieces for expressions with a third variable.
What Are Bosse Tiles Used For?
Bosse Tiles are a visual aid that reinforces and clarifies algebraic principles. Each piece represents an element of an algebraic equation, so students can make a hands-on connection between the symbols they write and the quantities those symbols stand for. With the x and y tiles a class can build the product of two linear polynomials and see every term of the answer, then work backwards to factor a quadratic polynomial. This matches the algebra in CBSE class 8 (factorisation) and class 9 (polynomials) and similar secondary courses, and they build on the familiar algebra-tile approach.
Because the tiles are translucent, a teacher can place them on an overhead projector and show the whole room the arrangement the students are building at their desks. The Bosse Tiles books give teachers and students a range of practice problems and explain how to use the tiles to find answers and double-check them.
What to Specify When Ordering
- Quantity — the number of four-set packs you need for your classes.
- Third-variable work — Algebraic Z Bosse Tiles is a separate item that can be quoted on the same enquiry.
- Delivery details — the destination city or port, and for export orders the delivery terms you prefer.
Frequently Asked Questions
What are Algebraic Bosse Tiles X and Y used for?
They are algebra manipulatives for multiplying linear polynomials and factoring quadratic polynomials. Each piece represents an element of an algebraic equation, which helps students connect written algebra with a hands-on model.
What does this pack contain?
Four sets of the x and y Bosse Tiles, so several groups can work with the tiles in the same lesson.
Can the tiles be used on an overhead projector?
Yes. The tiles are translucent, so they can be laid on an overhead projector to demonstrate a problem to the whole class.
How does this product differ from Algebraic X and Y Bosse Tiles?
Both are x and y Bosse Tiles. This product is a pack of four sets, while Algebraic X and Y Bosse Tiles is one set of 240 pieces.
What should an export enquiry include?
State the number of packs, the destination country and port or city, the delivery terms you prefer (for example FOB or CIF), any packing or labelling needs, and the tender reference if you are buying against a tender.
Who supplies these Bosse Tiles?
Jain Laboratory Instruments Pvt Ltd, trading as JLab, of Ambala, Haryana, India, supplies them and quotes for them directly.
Supplier
JLab is the trading name of Jain Laboratory Instruments Pvt Ltd, incorporated in 2017 and based on Hargolal Road, Ambala, Haryana. Alongside its own range of maths lab equipment and school science apparatus, the company supplies selected teaching aids such as these Bosse Tiles, so schools, colleges, dealers and importers can put them on the same order as the rest of a maths lab. Each pack is visually inspected before dispatch. The company is registered for GST under GSTIN 06AADCJ9848D1ZE and holds Importer-Exporter Code 3317504552. JLab exports worldwide and ships to buyers in every region — for example Tunisia in North Africa, Papua New Guinea in Oceania, South Korea in East Asia, Gambia in West Africa and Lesotho in Southern Africa.
Related Algebra Manipulatives
- Algebraic X and Y Bosse Tiles — a single 240-piece set of translucent x and y Bosse Tiles.
- Algebraic Z Bosse Tiles — 100 translucent z pieces for work with a third variable.
- Algebraic Tiles — static-cling algebra tiles that stick to whiteboards, windows and laminated paper.
- Magnetic Algebra Tiles — flexible magnetic sheets with punch-out algebra tiles for demonstration on whiteboards.
- Factorization Tiles — opaque plastic algebra tiles with a manual covering the zero principle, polynomials and factorization.
More teaching aids are in the Maths lab Equipments range and the wider Maths Lab Equipment section.
Request a Quote
Send your enquiry with the Add To Cart button on this page or through the contact page, giving the number of packs, the delivery city or port and any other algebra tiles you would like on the same quotation.
Last updated: 16 October 2026
