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Arithmetic Patterns in Multiplication - Classroom and Distance Learning

Arithmetic Patterns in Multiplication - Classroom and Distance Learning
Arithmetic Patterns in Multiplication - Classroom and Distance Learning
Arithmetic Patterns in Multiplication - Classroom and Distance Learning
Arithmetic Patterns in Multiplication - Classroom and Distance Learning
Arithmetic Patterns in Multiplication - Classroom and Distance Learning
Arithmetic Patterns in Multiplication - Classroom and Distance Learning
Arithmetic Patterns in Multiplication - Classroom and Distance Learning
Arithmetic Patterns in Multiplication - Classroom and Distance Learning
Created ByRaven R Cruz
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  • Product Description
  • Standards

These task cards offer an engaging way to identify arithmetic patterns while using a multiplication chart. Students will find the multiplies of each factor and list the patterns that they notice for each. The easy-prep task cards are sure to be a hit in your third-grade math lesson.

You can laminate the task cards for the ability to reuse each year. Have the students check their own answer with the answer key. Also, the task cards come with an interactive notebook pocket so the students can store the cards in their interactive math notebooks for future reference.

What's Included:

  • 12-Finding multiples using a multiplication chart
  • Personal multiplication charts
  • Interactive Notebook Pocket
  • 12-Googleβ„’ Finding multiples using a multiplication charts Digital Version
  • Googleβ„’ digital multiplication chart

⭐️⭐️Don't worry about the prep either, they are SUPER EASY to cut if you use a paper cutter. I have provided SUPER CLEAN CUTTING LINES if you decide not to mess with using them in their phone shape. It only takes me about 2 minutes to prep them with my paper cutter.⭐️⭐️

You can find both of these in my Bundle (IT'S AWESOME!)

Operations and Algebraic Thinking Task Card Mega Bundle

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to see state-specific standards (only available in the US).
Identify arithmetic patterns (including patterns in the addition table or multiplication table), and explain them using properties of operations. For example, observe that 4 times a number is always even, and explain why 4 times a number can be decomposed into two equal addends.
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