Advanced fraction work on task cards, for the point where fractions stop being pieces of a circle and start being numbers that can be added, compared and turned into each other. That transition is where most children lose fractions, because the material that made them obvious is put away just as the arithmetic gets hard. Task cards keep the work going without an adult supplying every problem. Durable plastic with rounded corners. In English.
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Working With Advanced Fractions introduces mathematical relationships through color-graduated blue sectors that children physically arrange and compare.
Each fraction circle divides into precise segments, enabling hands-on exploration of parts and wholes before symbolic representation. The blue gradations create visual harmony while distinguishing each fraction family - halves appear in one shade, thirds in another, allowing immediate recognition of equivalent relationships. Young mathematicians manipulate these paper sectors to discover that two halves equal one whole, three thirds complete a circle, revealing fraction concepts through direct sensorial experience. The fan arrangement of segments invites systematic exploration, as children naturally progress from matching identical pieces to combining different fractions. This tactile approach to fractions honors the child's need to touch and move objects while building mathematical understanding, establishing concrete experiences that later transform into abstract fraction work with symbols and operations.


Follow the Montessori method of presentation for optimal child development.
Arrange the fraction circles on a mat with sectors organized by denomination. Place whole circles on the left, followed by halves, thirds, quarters, progressing to smaller divisions. Ensure each blue gradation group stays together.
Introduce the whole circle first, tracing its complete edge with your finger
Present halves by placing two semi-circles together to recreate the whole
Explore thirds by counting aloud as you place each sector: 'one third, two thirds, three thirds make one whole'
Invite the child to match sectors by their blue shades, creating complete circles
Compare different fractions by overlaying sectors: 'Which is larger, one half or one third?'

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Bridges concrete manipulation to abstract fraction concepts through visual and tactile exploration of parts and wholes.
Color gradation supports recognition of fraction relationships and proportional reasoning development.
Store sectors in labeled compartments organized by denomination to maintain mathematical order
Everything you need to know about this material.
Contact Our ExpertsYes, in Montessori education, young children are introduced to fraction concepts through concrete, sensorial experiences. The material allows 3-6 year olds to explore the physical relationships between wholes and parts without requiring formal fraction notation, building an intuitive understanding that prepares them for later abstract work.
Children explore equivalence (how different combinations equal the same amount), part-to-whole relationships, comparison of fractions, and basic operations like combining and separating parts. The color gradations help them visually distinguish between different fraction families while understanding their relationships.
The paper segments can be arranged in a fan pattern to show the progression from whole to increasingly smaller parts. This visual demonstration helps children see how one whole can be divided into equal parts and how these parts relate to each other in size and quantity.
This Montessori material uses color-graduated sectors in shades of blue to create visual distinction between fraction families, includes paper segments for additional manipulation and comparison work, and is designed specifically for the developmental needs of 3-6 year olds with appropriately sized pieces for small hands.
Begin with simple explorations of wholes and halves, allowing the child to physically manipulate the pieces. Gradually introduce more complex fractions as the child shows readiness. Use precise mathematical language while demonstrating, and provide opportunities for the child to make their own discoveries through guided exploration.
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