Multiply by Numbers 6-9 will help students practice this key third grade skill. Try our free exercises to build knowledge and confidence.

Multiply by Numbers 2-5 will help students practice this key third grade skill. Try our free exercises to build knowledge and confidence.

Give students an introduction to regrouping that is easy to understand with this two digit addition exercise.

Multiplying 6s will be much easier after students have learned some basic rules through this exercise.

This exercise showing how to execute two digit subtraction using regrouping makes the second step in subtraction much more accessible.

This exercise shows students how to simplify complex two-step word problems that involve three-digit subtraction.

Students learning how to perform three digit addition in two step word problems will appreciate the clear instructions in this exercise.

When students move on to three digit subtraction, they’ll appreciate the helping hand from this exercise that shows how to regroup numbers with two zeros.

Students who are attracted to the difference between odds and evens will like studying these facts about multiplying 2s.

Help your third grader apply their knowledge of math to real life situations with these exercises that include multi-step math problems.

Limit addition to within 20 for students new to two digit addition in this engaging exercise.

Third grade multiplication is made easy with these exercises that have students utilize a number line and helpful hints.

Equivalent Fractions will help students practice this key third grade skill. Try our free exercises to build knowledge and confidence.

Multiply by Numbers 0 and 1 will help students practice this key third grade skill. Try our free exercises to build knowledge and confidence.

Help your third grader master multiplication and the associative property with these exercises that walk through problems step by step.

Give your students the foot up they need in geometry with these exercises that have your third graders work forwards and backwards through area problems.