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  Maths Model

  Place Value Chart with Sticks

  This hands-on place value kit helps children understand how numbers are grouped into tens and hundreds by physically bundling sticks into sets of ten. It provides an engaging way to explore the concepts of place value, counting, and number grouping. Students can use this kit to learn about hundreds, tens, and ones, develop numeration skills, and perform basic number operations such as addition and subtraction. Ideal for interactive math lessons, this resource builds a strong foundation in number sense through meaningful, tactile learning.

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  Maths Model

  Tangram Maths Model

  A Tangram is a classic geometric puzzle consisting of seven flat shapes—also known as tans—that can be arranged to form various figures. The set includes five right-angled triangles (two large, one medium, and two small), one square, and one parallelogram. Tangrams are widely used to develop spatial awareness, problem-solving skills, and understanding of geometric concepts like symmetry, congruency, and transformation through hands-on exploration.

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  Maths Model

  Geo Geometry Sticks

  Geo Geometry Sticks are an engaging, hands-on resource that allows students to explore key concepts in plane geometry. These colorful sticks easily snap together, making it simple for learners to construct a wide variety of 2D shapes directly on their desks or magnetic boards. Students can investigate the properties of polygons, experiment with sticks of equal and unequal lengths, and discover important geometric principles such as the Triangle Inequality Theorem, Midpoint Theorem, and various angle concepts. This versatile tool encourages active learning and deepens understanding through construction and inquiry.

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  Maths Model

  Pythagoras Theorem by Reverse Method

  The reverse method of the Pythagoras Theorem is used to verify whether a given triangle is a right-angled triangle by using the lengths of its three sides.This manipulative is made up of foam with magnet at the back for demonstration purpose. This reverse Pythagoras Theorem is also called Bhaskaracharya proof of Pythagoras Theorem.