The cone from the blue geometric solids, derived like the rest of the set from a base of 10 x 10 cm and a height of 20 cm. Holding the cone against the cylinder of the same base and height is the point of the series: they look unrelated until a child pours or measures and finds the cone is exactly a third. Shared dimensions are what make the comparison honest, since nothing differs except the shape. Sold individually. Lacquered wood, for ages 6 to 12.
“The senses, being explorers of the world, open the way to knowledge.”
The cone serves as a bridge between the child's concrete understanding of shapes and abstract geometric reasoning in the elementary years. Its smooth lacquered surface invites touch, allowing children to trace the curved surface from circular base to pointed apex with their fingertips. The cone's substantial weight provides essential sensorial feedback that reinforces the reality of three-dimensional space - this is not merely a picture or diagram, but a solid form with mass and volume.
Through manipulating the cone, children discover how a circle transforms into a point through continuous curvature, laying groundwork for understanding conic sections, volume calculations, and spatial relationships. The cone's precise proportions allow accurate measurement and comparison with other geometric solids, enabling children to discover mathematical relationships independently. This hands-on exploration of the cone form satisfies the elementary child's need to understand not just what things are, but why they exist and how they relate to the broader world of mathematics and nature.


Follow the Montessori method of presentation for optimal child development.
Place the cone on a felt mat alongside other geometric solids. Have measuring tools, paper, and pencil available for recording observations.
Invite the child to explore the cone using both hands, feeling its weight and tracing its surface from base to apex
Demonstrate rolling the cone on its curved surface, observing its circular path
Trace the circular base on paper and measure its diameter and circumference
Stand the cone upright and measure its height from base to apex
Create cone impressions in clay or sand to explore its three-dimensional properties

Heritage
Since 1929

Brands used by
schools worldwide

European brands

AMI
Endorsed

Hands-on exploration of the cone's properties develops spatial reasoning and prepares for volume calculations.
Physical manipulation of the solid form bridges concrete experience with abstract geometric concepts.
Present the cone alongside the cylinder initially to highlight their similarities and differences in form
Everything you need to know about this material.
Contact Our ExpertsThis educational cone is precisely crafted from solid wood with a smooth lacquered finish. The substantial weight and high-quality construction provide essential tactile feedback for sensorial learning. Specific dimensions are designed to be proportional for elementary-aged hands while maintaining mathematical accuracy.
The cone introduces fundamental 3D geometry concepts including volume, surface area, and the relationship between 2D and 3D shapes. Children explore the circular base, curved surface, and apex through hands-on manipulation, preparing them for advanced mathematical concepts like calculating volume (1/3πr²h) and understanding conic sections.
Children can trace the circular base, roll the cone to observe its movement pattern, compare it with other geometric solids, create impressions in sand or clay, match it to real-world cone shapes, and use it for sorting and classification exercises. It's also used in volume experiments with water or sand.
Unlike simple shape sorters, this cone is designed for deeper geometric exploration appropriate for ages 6-12. The precise construction allows for accurate mathematical observations, the weight provides sophisticated sensorial feedback, and the lacquered finish enables detailed surface examination essential for understanding geometric properties.
Yes, this cone integrates perfectly with the complete set of geometric solids, geometric cabinet work, and volume materials. It complements lessons on the relationship between 2D and 3D shapes, supports comparative studies with cylinders and pyramids, and enhances understanding of curved versus plane surfaces in geometry curriculum.
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