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Description :-
The Bead Chain Set is a versatile and visually engaging Montessori learning tool designed to help children explore basic arithmetic operations and powers. The set consists of short chains and long chains made from coloured bead bars of denominations ranging from 1 to 10, as well as corresponding squares and cubes to represent multiplication and exponentiation concepts. This material is perfect for introducing children to the concepts of counting, multiplication, and
exponentiation in a tactile and hands-on way.


Material Description:
1. Short Chains of Coloured Bead Bars (Denominations 1–10):
The set includes short chains made up of coloured bead bars with denominations ranging from 1 to 10. Each chain contains a series of bead bars that correspond to the number represented by the chain. For example:
o The 1-chain has 1 bead bar of 1 bead.
o The 2-chain has 2 bead bars of 2 beads each.
o The 10-chain has 10 bead bars, each with 10 beads.

The colours of the bead bars are consistent across the chains, which helps children visually associate different denominations. These short chains can be used to practice counting, addition, and multiplication with numbers from 1 to 10.
2. Long Chains of Coloured Bead Bars (Denominations 1–10):
The set also includes long chains made of bead bars of the same denominations (1–10), but each chain is longer, allowing children to explore multiplication and grouping of larger numbers. For example, the 3-chain consists of 3 bead bars, each with 3 beads.
3. Corresponding Squares and Cubes:
o Squares: For each long chain, there is a corresponding square representation of the number. For example, the 2-chain corresponds to a 2-square (which is a square grid of 4 small squares representing 2×2=4
o Cubes: For each number in the set, there is also a corresponding cube (e.g., for the 3-chain, there will be a cube with dimensions 3×3×3=27

 

These squares and cubes are used to visually and physically represent the process of exponentiation (multiplying a number by itself) and help children understand the relationship between
multiplication and powers in a hands-on way.

Complete Bead Material without box

SKU: KM46
₹14,900.00Price
Excluding Taxes
Quantity
  • 1. Introduction to Basic Arithmetic:
    The short chains and long chains are great for introducing basic arithmetic operations such as counting, addition, and multiplication. Children can build their understanding of number
    sequences, skip counting, and simple multiplication facts by physically handling the beads.
    2. Visualizing Multiplication:
    The colour-coded bead bars allow children to visualize multiplication as grouping. For example, the 3-chain can be seen as 3 groups of 3, helping children grasp the concept of multiplying numbers by visually representing the process.
    3. Understanding Powers and Exponentiation:
    The corresponding squares and cubes help children understand the concepts of squares and cubes in mathematics. This is a powerful introduction to exponentiation, where children can
    physically build and explore the relationship between numbers raised to the power of 2 and 3
    4. Hands-On Learning:
    The use of bead bars, chains, squares, and cubes encourages children to actively participate in their learning. They can physically manipulate the beads, move them along the chains,
    and form squares and cubes, making abstract concepts more concrete.
    5. Development of Fine Motor Skills:
    As children manipulate the bead chains and arrange them into squares and cubes, they are improving their fine motor skills. This helps with dexterity and hand-eye coordination while engaging them in mathematical learning.
    6. Colour-Coding for Clarity:
    The consistent colour-coding of the bead bars (e.g., red for 1, blue for 2, etc.) allows children to quickly identify numbers and their relationships, reinforcing visual learning and making it easier to follow the sequences of operations.
    7. Supports Independent Learning:
    The material is self-correcting in that children can visually see when they have made an error (e.g., a mismatch between the number of beads and the corresponding square or cube). This
    promotes independent learning and problem-solving.

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