Tailoring Instruction for Dimensions Math PK–5

Here are some tips for meeting the diverse learning needs of students—whether they need extra support or require more challenge.

If math isn’t your student’s strong point, know that while Dimensions Math is a rigorous program overall, it can be used flexibly to suit students of most levels.

If your student excels in math, you’ll find that Dimensions Math offers plenty of challenging problems and openings for a more expansive approach to learning math.

"Are we supposed to do all these problems?"

The short answer is no! Dimensions Math PK–5 contains an abundance of content and built-in differentiation. We included so many problems to reduce the need for supplementary material.

Students are not expected to complete all the problems and activities offered in the curriculum. This applies whether your student is struggling, on level, or advanced. The abundance is there to offer options based on your student’s needs.

Practical tips for working with students who are struggling:

  • Make sure your student is in the appropriate level by giving a placement test. It's much better for students to start at an earlier level (for example, a rising third grader might place into Dimensions Math 2A) than to jump into material that is beyond their current comprehension. Correct placement sets students up for success.
  • Provide more guidance in the Think sections, or proceed directly to Learn.
  • Allow students to use manipulatives for more problems in the Do section.
  • When different methods are supplied in the Learn sections, determine which method works best for the student and focus on that method.
  • Assign fewer problems from Do and the Practices for students to do independently, skipping the later problems (they get progressively more difficult).
  • Expect less use of mental math strategies, and allow students to use the standard algorithm more.
  • Use the Basics in the Workbook as a reteach opportunity, guiding students through it.
  • Assign fewer problems from the Practice in the Workbook when there are a lot of problems, particularly the later problems (which are more difficult).
  • Skip the Challenge section in the Workbook.
  • Use Tests as a review resource, selecting appropriate problems for practice, rather than assigning and grading.
  • Skip the BrainWorks in the Teacher’s Guide.
  • The Home Instructor’s Guide has additional suggestions for struggling students.

Practical tips for working with advanced students:

  • Provide less guidance in the Think sections.
  • Expect students to use manipulatives less.
  • Expect that students will come up with some of their own methods beyond the ones in the Learn section, and encourage them to do so.
  • Spend less time on lessons that are reviewing material from earlier levels.
  • Skip the Basics in the Workbook.
  • Have students attempt the Challenge in the Workbook.
  • Include the BrainWorks in the Teacher’s Guide.
  • Administer Test B from the Tests books.
  • The Home Instructor’s Guide has additional enrichment suggestions and mental math content for advanced students.
Differentiation for Struggling Students

Practical tips for working with students who are struggling:

  • Make sure your student is in the appropriate level by giving a placement test. It's much better for students to start at an earlier level (for example, a rising third grader might place into Dimensions Math 2A) than to jump into material that is beyond their current comprehension. Correct placement sets students up for success.
  • Provide more guidance in the Think sections, or proceed directly to Learn.
  • Allow students to use manipulatives for more problems in the Do section.
  • When different methods are supplied in the Learn sections, determine which method works best for the student and focus on that method.
  • Assign fewer problems from Do and the Practices for students to do independently, skipping the later problems (they get progressively more difficult).
  • Expect less use of mental math strategies, and allow students to use the standard algorithm more.
  • Use the Basics in the Workbook as a reteach opportunity, guiding students through it.
  • Assign fewer problems from the Practice in the Workbook when there are a lot of problems, particularly the later problems (which are more difficult).
  • Skip the Challenge section in the Workbook.
  • Use Tests as a review resource, selecting appropriate problems for practice, rather than assigning and grading.
  • Skip the BrainWorks in the Teacher’s Guide.
  • The Home Instructor’s Guide has additional suggestions for struggling students.
Differentiation for Advanced Students

Practical tips for working with advanced students:

  • Provide less guidance in the Think sections.
  • Expect students to use manipulatives less.
  • Expect that students will come up with some of their own methods beyond the ones in the Learn section, and encourage them to do so.
  • Spend less time on lessons that are reviewing material from earlier levels.
  • Skip the Basics in the Workbook.
  • Have students attempt the Challenge in the Workbook.
  • Include the BrainWorks in the Teacher’s Guide.
  • Administer Test B from the Tests books.
  • The Home Instructor’s Guide has additional enrichment suggestions and mental math content for advanced students.