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Preview of Dot Counting Fun: Number Recognition Worksheets

Dot Counting Fun: Number Recognition Worksheets

Description Make counting and number recognition fun with this Dot Counting Fun worksheet set! Perfect for Kindergarten through Grade 3, these worksheets feature groups of dots that students count and match to the correct number. The clear, kid-friendly layout helps young learners develop essential early math skills in a fun and interactive way. Ideal for use in the classroom, math centers, or at home. What’s Included: Worksheets with dot groups for counting Numbers to match with each set of
Preview of Maths Christmas activity book

Maths Christmas activity book

Created by
Cat Teacher777
What is include ? Christmas Connect the Dots Pencil Control PatternsComplete the PatternCounting at Christmas up to 10Cut and paste the missing numbersChristmas AdditionI spy and countChristmas dot-to-dotSize Matching ActivityChristmas Mixed number bonds to 10Addition and subtruction colouring
Preview of FREE Arrays with Repeated Addition and Multiplication

FREE Arrays with Repeated Addition and Multiplication

Teach your students about arrays and repeated addition in preparation for multiplication. Use the reflection pages as exit tickets to gauge the success of your lesson. Activities in this freebie are correlated with CCSS for second and third grades. In this freebie, you'll receive:6 X 5 -- Hooray for Arrays Page - Try Dot Painters for High Engagement!10 X 10 Hooray for Arrays Page1 Spin an Array Game Pages1 page of Reflection Slips -- These are great for quick, informal assessments before or aft
Preview of Multiplication Table

Multiplication Table

Created by
CL Smith
How a Teacher Can Use ItTeachers can leverage this handout as a dynamic utility rather than a static answers key: Symmetry and the Commutative Property: Teachers can use the gray diagonal axis to visually prove that changing the order of factors does not change the product (4 x 3=12). By having students locate a cell on one side of the diagonal line (like 4 x 3=12) and find its reflected counterpart on the opposite side (3 x 4=12), students physically perceive how the matrix mirrors itself.
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