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Can your child handle the abstract concepts of Sixth Grade math?

The sixth grade math curriculum should focus on advanced arithmetic. This should be a year of solid, focused work devoted mainly to mastering fractions, decimals and mixed numbers concepts.

But as it is, your child's teacher might devote only a couple of months to these primary 6th grade math problems, and spend most of one year on a host of more advanced topics such as percents, introductory algebra and graphing.

My feeling is these secondary topics could be introduced more profitably and efficiently later on.

The result is, sadly, that if your child is going to become fully competent in the advanced arithmetic involved in 6th grade math problems, it might have to be at the kitchen table with you and a stack of workbooks.

If you feel your child may need tutoring, here are some tips for selecting and working successfully with a math tutor.


Full competency in sixth grade math might only be achieved by practicing skills with you at the kitchen table.

The major skills that you want to practice, and gain mastery of, include:

  • Four whole number operations - skills and applications

  • All operations with fractions - skills and applications

  • All operations with decimals - skills and applications

If your child has fully explored and mastered the above sixth grade math skills, you should also introduce the student to some additional topics listed below.

If you are considering enrolling your child into Algebra in middle school years, you should first be certain whether an accelerated math course is appropriate for your child.


Want more helpful tips and ideas to help your child achieve math success? Complete the form below to receive Sensible Math Tips our e-zine with useful math education ideas for parents.

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Secondary Topics
If you are confident that your child has mastered all the above subjects and would benefit from some math enrichment, here are some other math concepts you could introduce:

  • Number theory - factoring, GCF and LCM
  • Units of measurement and denominate numbers
  • Graphs
  • Geometry: perimeter, area, volume, coordinates
  • Ratio and proportion
  • Percent
  • Equations
  • Probability


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