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Algebraic Z Bosse Tiles Manufacturer,Supplier and Exporter in India

Product Code : JL-MLI-9810
Jlab Export is a leading Algebraic Z Bosse Tiles Manufacturer,and suppliers in Africa, Algebraic Z Bosse Tiles Uruguay (Montevideo), Algebraic Z Bosse Tiles Uzbekistan (Tashkent), Algebraic Z Bosse Tiles Venezuela (Caracas), Algebraic Z Bosse Tiles Vietnam (Hanoi), Algebraic Z Bosse Tiles Yemen (Sana'a), Algebraic Z Bosse Tiles Zambia (Lusaka), Zimbabwe (Harare), Eswatini (Mbabane) (Lobamba), Ethiopia (Addis Ababa), Fiji (Suva), Gabon (Libreville), Gambia (Banjul), Georgia (Tbilisi), Ghana (Accra), India (Delhi, Mumbai, Kolkatta, Chennai), Indonesia (Jakarta), Iraq (Baghdad), Ivory Coast (Yamoussoukro), Jamaica (Kingston), Jordan (Amman), Kazakhstan (Astana), Kenya (Nairobi), Kiribati (Tarawa), Kosovo (Pristina), Kuwait (Kuwait City), Kyrgyzstan (Bishkek), Laos (Vientiane), Latvia (Riga), Lebanon (Beirut), Lesotho (Maseru), Liberia (Monrovia), Libya (Tripoli), Lithuania (Vilnuis), Luxembourg (Luxembourg), Malawi (Lilongwe), Malaysia (Federal Territory of Kuala Lumpur), Maldives (Malle), Mali (Federal Territory of Kuala Lumpur), Malta (Male), Mauritania (Nouakchott), Mauritius (Port Louis), Mexico (Mexico City), Mongolia (Ulaanbaatar), Bulgaria (Sofia), Burkina Faso (Ouagadougou), Burundi (Gitega), Cambodia (Phnom Penh), Cameroon (Yaoundé), Cape Verde (Praia), Central African Republic (Bangui), Chad (N'Djamena), Chile (Santiago), Colombia (Bogota), Comoros (Moroni), Congo (Kinshasa), Costa Rica (San José), Croatia (Zagreb), Cuba (Havana), Cyprus (Nicosia), Czech Republic (Prague), Denmark (Copenhagen) ,Djibouti (Djibouti City), Dominican Republic (Santo Domingo), DR Congo (Kinshasa), Ecuador (Quito), Egypt (Cairo), El Salvador (San Salvador), Equatorial Guinea (Malabo), Eritrea (Asmara), Estonia (Tallinn)

Algebraic Z Bosse Tiles

A visual aid to help reinforce and clarify algebraic principles by combining the power of Algebra Tiles and Algebra Lab Gear.

Bosse Tiles are manipulatives that represent the different elements of an algebraic equation.

Using these manipulatives allows students to make a hands-on connection to algebraic concepts.

Tiles can represent the product of linear polynomials up to three variables or the factoring of quadratic polynomials with as many as six terms.

Tiles are translucent, allowing for use on an overhead.

Includes 20 each of blue and red z tiles/bars, 10 each of blue and red z2 flats, 10 each of blue and red xz flats, and 10 each of blue and red yz flats, for a total of 100 pieces, teacher’s guide and storage container.

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