Learning Resources Fraction Tower Cubes, Maths Mastery, Kids Maths Resources, Learning Fractions, Age 6+

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Colourful, durable, interlocking Fraction Tower(R) Cubes are perfect for exploring and comparing fractions! Rainbow Fraction Tower Cubes represent a whole, halves, thirds, fourths, fifths, sixths, eighths, tenths, and twelfths. Colorful, durable, interlocking Fraction Tower(R) Cubes are perfect for exploring and comparing fractions!

By continuing to browse you agree to the storing of cookies on your device to enhance site navigation, analyse site usage and assist in our tailored marketing efforts. This set is perfect for developing a range of hands-on fraction and equivalency skills as well as being a useful maths accessory.All Rainbow Fraction products use the same colours illustrate each fraction: Red = 1, Pink = ½ Orange = ⅓, Yellow = ¼ , Green = ⅕, Teal = ⅙, Blue = ⅛, Purple = 1/10 and Black = 1/12.

Relate fractions to a whole unit by exploring and naming the number of fractions needed to create one unit tower. Perfect for developing a range of hands-on fraction and equivalency skills as well as being a useful maths accessory!

This 3-D set not only reinforces the concept of the relation of fractions but adds the elements of decimals and percentages. Fraction Tower Cubes are interlocking cubes that enable students to explore fractions, fractional equivalences, add and subtract fractions, work with mixed numbers, and more. The cubes are marked with 8 different fractions and interlock for children to explore equivalence for themselves by experimenting with different values. This does not affect your statutory rights) If items are received back damaged, or missing items we are entitled to make a charge to cover the cost of this, and thus this may affect the amount credited to you.

Cubes Fraction Sets are a great way to visibly demonstrate in a literal hands-on way how equivalence works and how different fractions combine to create the same whole number. Notice that the 2, 1/4 pieces represent the same part of a whole as 1/2, so 1/2 and 2/4 are equivalent.

The numerator tells how many equal parts of a whole you have, while the denominator tells how many of these equal parts are needed to create a whole. Model different operations involving fractions by exploring fraction division by finding 1/2 of a given fraction and much more.