Traditional math tests often force students to cram for an exam, only to forget the material a week later. To change this, publishers and cognitive scientists are designing assessments that focus on spaced learning and self-evaluation. Restructuring when and how students take tests turns exams into tools for long-term understanding rather than temporary recall.
What Happened
The math curriculum provider CPM Educational Program recently shared assessment strategies for its 2026-27 courses to show how tests can support student growth. According to guidelines released by CPM, classroom tests should follow a specific balance: approximately 60% of exam questions should cover topics from previous chapters, while only 40% should focus on newer concepts. This structure ensures that students regularly review older material instead of leaving it behind after a single unit test.
CPM also uses collaborative "Team Challenges" in middle and high school curricula like Inspiring Connections and Core Connections. These challenges let teachers evaluate student reasoning and communication during group problem-solving. CPM also introduced an interactive Assessment Builder to help teachers customize these hybrid, cumulative tests. Other organizations are making similar changes. As we previously reported, schools are moving toward adaptive models that connect testing with targeted, ongoing feedback instead of static end-of-unit grading.
The Bigger Picture
These testing changes match findings from cognitive science. Research on math instruction shows that interleaving, or mixing different types of math problems instead of grouping them by topic, roughly doubles test scores on delayed assessments. While students often find mixed practice harder in the short term, this difficulty is what cements knowledge in long-term memory.
Spacing out math practice over several weeks also changes how students view their own skills. A classroom study on retrieval and spacing in mathematics found that spaced practice reduces overconfidence and helps students form an accurate picture of what they know. But students rarely develop these study habits on their own. A study on student revision habits showed that secondary students still tend to cram right before exams, which is why schools must design structured, spaced assessments to guide student habits.
Bringing collaboration into math classes brings both benefits and hurdles. While researchers have built highly reliable frameworks to measure collaborative math problem-solving, putting them into practice is difficult. Teachers often struggle with the tensions between individual accountability and collective team grades, trying to figure out how to fairly grade one student's contribution to a group effort. These issues can grow online, where digital platforms often fail to capture a student's step-by-step mathematical reasoning.
What This Means for Families
For parents, these assessments may look unfamiliar. Traditional math programs often use a mastery model, where a student must fully master one topic before moving on. Mastery programs build confidence, but a spiral approach, where concepts are revisited many times throughout the course, gives students multiple opportunities to succeed.
If your child does not understand a math concept immediately, they are not failing. They are in the early stages of a spiral learning cycle. A test that is 60% older material relieves the pressure of needing to master a brand-new concept instantly, which gives students time to build proficiency over several weeks.
What You Can Do
To help your child adjust, you can start by normalizing mistakes on new work. Remind them that newer math topics, which make up about 40% of their exams, are supposed to feel difficult at first and that they will have multiple opportunities to practice.
You can also help them set up short, 15-minute review sessions throughout the week focusing on older chapters, rather than letting them cram the night before a test.
Finally, focus on the process over the final answers. When discussing homework, ask your child to explain how they solved a problem or how they worked with classmates. This reinforces the cooperative reasoning valued in modern classrooms.