Build additive reasoning and subitizing skills for learners starting out with addition.
Perfect for ages 4-7
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Perfect for mastering addition. Encourage confident learners, build additive fluency, and strengthen the relationship between the inverse operations; addition and subtraction.
Perfect for ages 6-9
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Build fluency and proficiency with basic subtraction. Our first subtraction version ever also helps build an understanding of inverse relationships.
Perfect for ages 6-10
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Helping students work with adding amounts of time but also in converting the different units of time.
Perfect for ages 6-11
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Build fluency and understanding of the notoriously difficult concept of adding integers when negative numbers are involved.
Perfect for ages 7-13
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Build conceptual understanding of fractions. This is STEP 0 of 3. Students will match fractions with their visual representation.
Perfect for ages 6-9
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Build conceptual understanding of fractions. This is STEP 1 of 3. Students will construct fractions using the numerator and the denominator with no simplification required and fractions <1.
Perfect for ages 6-10
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Build conceptual understanding of fractions. This is STEP 2 of 3. Students will construct fractions using the numerator and the denominator with no simplification required and fractions >1.
Perfect for ages 6-11
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Build conceptual understanding of fractions. This is STEP 3 of 3. Students will construct fractions using the numerator and the denominator with simplification required and fractions >1.
Perfect for ages 6-12
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Build fluency in finding percentages of amounts. This is STEP 1 of 3. Students will find 1%, 10%, 50% and 100% of basic numbers.
Perfect for ages 9-13
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Build fluency in finding percentages of amounts. This is STEP 2 of 3. Students will find 9 different percentages of basic numbers.
Perfect for ages 9-14
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Build fluency in finding percentages of amounts. This is STEP 3 of 3. Students will find 9 different percentages of 9 different numbers.
Perfect for ages 9-14
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Master the earlier multiplication facts, deepen understanding, and sharpen mathematical thinking with the simple factors game board.
Perfect for ages 7-10
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Scaffold learning with this progression pack bridging the gap to mastery of 1-12 multiplication factors.
Perfect for ages: 7-10
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Build confidence and competence for learners focusing on the multiplication facts in the 1-10 range. Great for encouraging students without risking cognitive overload.
Perfect for ages 7-10
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The game you know and love is now printable, perfect for use as a stand alone classroom resource, or as the ultimate blended learning multiplication package.
Perfect for ages 8-13
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Expand mathematical horizons with negative & positive integers. Build fluency in this extremely important foundation.
Perfect for ages 10-14
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Brilliant for a ‘daily maze’ class challenge, or as homework (students explain the journey they took to get from the maze start to maze finish).
Perfect for all ages
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Build procedural fluency when adding fractions. This is STEP 1 of 5. Students will add fractions with common denominators and the sums unsimplified.
Information about this game board package:
Packs of 5 or 20 different game boards (PDFs)
Ideal for Ages: 7 – 11
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Build procedural fluency when adding fractions. This is STEP 2 of 5. Students will add fractions with common denominators and the sums simplified.
Information about this game board package:
Packs of 5 or 20 different game boards (PDFs)
Ideal for Ages: 7 – 12
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Build procedural fluency when adding fractions. This is STEP 3 of 5. Students will add unit fractions with different denominators with the sums simplified.
Information about this game board package:
Packs of 5 or 20 different game boards (PDFs)
Ideal for Ages: 7 – 12
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Build procedural fluency when adding fractions. This is STEP 4 of 5. Students will add fractions with different denominators with the sums simplified & left as improper fractions where >1.
Information about this game board package:
Packs of 5 or 20 different game boards (PDFs)
Ideal for Ages: 7 – 12
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Build procedural fluency when adding fractions. This is STEP 5 of 5. Students will add fractions with different denominators with the sums simplified & left as mixed numbers where >1.
Information about this game board package:
Packs of 5 or 20 different game boards (PDFs)
Ideal for Ages: 7 – 12
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Build procedural fluency when adding decimals. Students will add decimals which helps with understanding place value.
Information about this game board package:
Packs of 5 or 20 different game boards (PDFs)
Ideal for Ages: 8 – 12
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Build fluency and proficiency with decimal multiplication and develop a deep understanding of decimal place value, and arithmetic.
Perfect for ages 11-14
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Explore multiplication of fractions, fraction equivalence, simplification and the relationship between fractions and whole numbers.
Perfect for ages 11-14
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Build fluency with algebraic operations. Foster a deep understanding of this foundational skill for any students studying higher levels of algebra down the track.
Perfect for ages 12-16+
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Working with exponents in the game helps develop a deeper understanding of algebraic relationships where powers are involved.
Perfect for ages 12-16+
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Students can gain familiarity with radicals. Some regions call them surds, others square roots. Either way, these game boards will help students gain a deep understanding of operating and simplifying.
Perfect for ages 12-16
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Build fluency with algebraic operations (adding monomials). Foster a deep understanding of this foundational skill for any students studying higher levels of algebra down the track. Especially helpful for reinforcing that you can only add and subtract ‘like terms’.
Perfect for ages 11-14
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Slope and y-intercept y = mx + b
An engaging way for students to practice straight lines in slope-intercept form. Gets students thinking through what impact the coefficient and the constant term have on the graph.
Perfect for ages 12-16
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Help students gain a strong understanding of gradient in the form rise over run. A great pre-cursor to the Linear Graph activity.
Perfect for ages 12-16
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Build multiplicative fluency when using the Distributive Property with Algebra. Expanding brackets is such a foundational skill for any students studying higher levels of algebra down the track. Students also learn to find the highest common factor by working with the inverse operation.
This is step 1 of 5. Factor outside the brackets is positive and numerical. Inside the brackets, there’s only addition.
Perfect for ages 13-18
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Build multiplicative fluency when using the Distributive Property with Algebra. Expanding brackets is such a foundational skill for any students studying higher levels of algebra down the track. Students also learn to find the highest common factor by working with the inverse operation.
This is STEP 2 of 5. Factor outside the brackets is positive. Inside the brackets, there’s only addition.
Perfect for ages 13-18
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Build multiplicative fluency when using the Distributive Property with Algebra. Expanding brackets is such a foundational skill for any students studying higher levels of algebra down the track. Students also learn to find the highest common factor by working with the inverse operation.
This is STEP 3 of 5. Factors outside the brackets are positive and negative. Inside the brackets, there’s addition and subtraction.
Perfect for ages 13-18
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Build multiplicative fluency when using the Distributive Property with Algebra. Expanding brackets is such a foundational skill for any students studying higher levels of algebra down the track. Students also learn to find the highest common factor by working with the inverse operation.
This is STEP 4 of 5. Factors outside the brackets are positive and negative. Inside the brackets, there’s addition and subtraction.
Perfect for ages 14-18
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Build multiplicative fluency when using the Distributive Property with Algebra. Expanding brackets is such a foundational skill for any students studying higher levels of algebra down the track. In this version, students need to expand two sets of brackets.
This is STEP 5 of 5. Both factors are expressions involving addition and subtraction.
Perfect for ages 14-18
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Now available online, in the physical form, or better still – why not up your blended learning game to really drive differentiated learning in your class
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