MATHCOUNTS is the national math competition for students in grades 6 to 8, and it runs as a ladder: school, then chapter, then state, then the National Competition in Washington, DC. Parents often hear about it from a teacher in the fall and have a few weeks to decide. This guide explains the whole structure and the 2026-27 calendar so you can plan, and it shows what the rounds feel like with a couple of worked examples.
Who can compete
Students enrolled full time in grades 6, 7 and 8 can compete, and a student may compete for up to three years. Taking middle school math classes while enrolled in a lower grade does not count. All kinds of schools can register: public, private, charter, virtual and home schools. A home school submits an extra participation form. Tutoring centers and other groups that are not a student's official school of record cannot register.
Most students enter through a school team. A coach, usually a math teacher, registers the school and can enter up to 14 students, which MATHCOUNTS describes as one team of four plus ten individuals. If your school will not register and will not support participation, a parent can register the student as a non-school competitor, online with a credit card. This is a real restriction: a student whose school does participate cannot register as a non-school competitor, and MATHCOUNTS may cancel the registration without a refund if the school registers later.
The 2026-27 calendar
Dates and fees below are from the official MATHCOUNTS rules FAQ, last checked on November 11, 2026. Check the MATHCOUNTS site before you act on a deadline.
School competitions happen in the window November 2026 to January 2027, on a date the school's coach chooses. The early bird deadline was November 3, 2026, at $42 per school student. Regular registration closes December 15, 2026, at $48 per school student or $75 for a non-school competitor. After that the late fee applies: $53 per school student and $85 for a non-school competitor. Title I schools receive a 50 percent discount. Chapter competitions take place February 1 to 28, 2027, state competitions run March 1 to 31, 2027, and the National Competition is May 9 and 10, 2027, in Washington, DC.
If your child is not in a school program, the date to remember is December 15, 2026. Register before then, and look up your chapter's date early with the Chapter and State Competition Search tool on the MATHCOUNTS site, because schedules vary by area. The only conflict MATHCOUNTS accommodates is a religious observance.
What happens in a competition
Each level has four rounds and the whole event takes about three hours.
The Sprint round is 30 problems in 40 minutes with no calculator. It is the longest individual round. That is an average of about 80 seconds per problem, but problems are not equal: the early ones should take 20 to 30 seconds and the late ones several minutes.
The Target round has four pairs of problems, six minutes for each pair, and calculators are allowed. These are multi-step problems that reward careful setup. Many students find them more enjoyable than Sprint.
The Team round is ten problems in 20 minutes, with calculators allowed. Only the four students on a school's team take it officially.
The Countdown round is a head-to-head oral round with a maximum of 45 seconds per problem and no calculator. It is optional at the school, chapter and state levels.
A feel for the pace
Here is an original problem in the style of an early Sprint problem. A rectangle has a perimeter of 50 centimeters, and its length is 3 centimeters more than its width. What is its area? Half the perimeter is 25, so the width and length add to 25. If the width is w, then w plus w plus 3 is 25, which gives w of 11 and length 14. The area is 154 square centimeters. A fast student does this in under 40 seconds and moves on.
A later problem might ask how many positive integers less than 200 are multiples of 4 or 6 but not both. The method is to count multiples of 4, which is 49, and multiples of 6, which is 33, then subtract twice the multiples of 12, which is 16, since those were counted in both and need to be removed entirely. That gives 49 plus 33 minus 32, or 50. This one takes two or three minutes the first time and under a minute once the method is automatic. The gap between those two times is what practice buys.
How students advance
From school to chapter, the coach selects who goes. After that, advancement is by score at each level: top individuals and winning teams move up. The number of students who advance at each level varies, so ask your coach or check the MATHCOUNTS site for the current rules rather than relying on a number you heard secondhand.
Two things are worth saying plainly. The odds at the chapter level depend on where you live. A highly competitive chapter may send only a handful of students to state, while a smaller one may send more. And making it to the National is rare. For most families, the realistic goals are strong chapter results and a trip to state, and those are worth having.
What MATHCOUNTS is good for
It builds the habits that the AMC 8 and AMC 10 reward: multi-step problem solving without a calculator, speed with accuracy, and comfort with problems that do not announce which method to use. Students who spend two years on MATHCOUNTS in 6th and 7th grade usually find the AMC 8 in 8th grade familiar.
It is not required, and it is not the only path. Some students prefer the AMC 8, which is a single test with no team component. Many take both. If your student is shy about team events or your school has no program, the AMC 8 may be a better first contest. We offer a free timed Mock AMC 8 with a full score report if you want to see how your student handles a contest format before committing.
Mistakes families make
The most common mistake is registering too late. A non-school competitor who misses December 15, 2026 pays $85 instead of $75, and a student who learns about it late may have no school team to join. A second mistake is assuming the Sprint round is a speed contest. A steady student who answers 18 and gets them all right does better than a fast one who answers 24 and gets 14 right. A third is spending all the practice time on hard problems and none on fluency. The first ten Sprint problems are where a student can earn points quickly and with confidence.
A fourth mistake is ignoring the calculator rules. The Sprint round has none, and a student who has relied on one for homework will be slow on fractions and decimals. The official School Handbook handles this with Warm-ups, which are no-calculator, and Workouts, which allow one calculator; 200 problems in all. Follow the same split in practice.
How to decide whether to enter
Enter if the student enjoys hard problems, finishes class work early, and wants more. Skip it this year if the student is still building comfort with grade-level math, because a discouraging first experience costs more than an extra contest line.
Ask three questions. Does your student enjoy a puzzle with no obvious method? Can your student sit for a timed test without losing composure? Is there a way to practice weekly until the competition? If all three answers are yes, enter. If any answer is no, start with an untimed problem set and revisit next season.
What to do this month
If your school has a team, ask the coach how selection works and when. If it does not, decide whether to register as a non-school competitor before December 15, 2026 and find your local chapter. Then start practicing the Sprint round. Take a full 30-problem set in 40 minutes with no calculator, and mark every miss. The next article in this series explains how to turn that into a four-week plan before the chapter competition.
We are planning free timed practice for middle school math contests, with a score report. If you want to be told when it opens, join the list on our MATHCOUNTS page.
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