Report Card Comments for Math
75+ free, copy-paste math report card comments organized by skill area and grade level. From number sense to algebraic reasoning—find the perfect comment for every math student.
Math Comments
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All Grades
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Tips for Writing Math Report Card Comments
Be Specific About Skills
Don't just say "good at math." Specify which skills: "demonstrates strong multiplication fact fluency" or "excels at identifying patterns."
Address Both Process & Product
Comment on mathematical thinking and reasoning, not just correct answers. Problem-solving strategies matter as much as solutions.
Suggest Home Practice
Give parents actionable suggestions like "Practice multiplication facts with games" or "Discuss math in everyday situations."
Math Report Card Comments by Category
Click any comment to copy it. Replace [Student] with the student's name and customize for your specific situation.
Number Sense & Operations
(12 comments)[Student] demonstrates strong number sense and can fluently compose and decompose numbers.
[Student] shows excellent understanding of place value concepts through hundreds/thousands.
[Student] quickly and accurately performs mental math calculations with confidence.
[Student] demonstrates mastery of basic addition and subtraction facts.
[Student] shows strong multiplication and division fact fluency.
[Student] understands the relationship between operations and uses inverse operations effectively.
[Student] accurately compares and orders numbers using mathematical reasoning.
[Student] demonstrates understanding of fractions as parts of a whole.
[Student] shows developing skills in decimal operations and place value understanding.
[Student] is working to build automaticity with basic math facts through regular practice.
[Student] would benefit from additional practice with multi-digit computation.
[Student] is encouraged to use manipulatives to strengthen place value understanding.
Problem Solving & Reasoning
(14 comments)[Student] excels at analyzing word problems and identifying the correct operation needed.
[Student] demonstrates strong problem-solving skills, trying multiple strategies when stuck.
[Student] can clearly explain their mathematical thinking and reasoning process.
[Student] makes meaningful connections between math concepts and real-world applications.
[Student] shows creativity in approaching problems from multiple angles.
[Student] perseveres through challenging problems without giving up easily.
[Student] effectively uses drawings and models to represent mathematical situations.
[Student] demonstrates logical thinking when working through multi-step problems.
[Student] asks thoughtful questions that show deep mathematical thinking.
[Student] successfully applies learned strategies to new problem types.
[Student] is developing skills in identifying key information in word problems.
[Student] would benefit from practicing the 'show your work' strategy more consistently.
[Student] is encouraged to slow down and read problems carefully before solving.
[Student] is working on developing multiple problem-solving strategies.
Conceptual Understanding
(13 comments)[Student] demonstrates deep understanding of mathematical concepts, not just procedures.
[Student] makes connections between different math topics and units.
[Student] shows excellent understanding of geometry concepts and spatial reasoning.
[Student] grasps measurement concepts and can apply them appropriately.
[Student] understands the 'why' behind mathematical procedures.
[Student] demonstrates strong algebraic thinking and pattern recognition.
[Student] shows understanding of data analysis and graphing concepts.
[Student] can explain mathematical concepts to classmates effectively.
[Student] understands mathematical vocabulary and uses it correctly.
[Student] sees relationships between mathematical operations.
[Student] is developing conceptual understanding alongside procedural skills.
[Student] would benefit from using visual models to deepen understanding.
[Student] is encouraged to ask 'why does this work?' more often.
Math Work Habits
(14 comments)[Student] shows excellent attention to detail, checking work carefully for errors.
[Student] organizes mathematical work clearly with all steps shown.
[Student] uses math tools and manipulatives appropriately and effectively.
[Student] participates actively in math discussions and partner work.
[Student] completes math assignments thoroughly and on time.
[Student] takes notes during math instruction and refers back to them.
[Student] shows persistence when math becomes challenging.
[Student] asks for help when needed rather than giving up.
[Student] makes good use of class time during math instruction.
[Student] brings enthusiasm and positive attitude to math class.
[Student] would benefit from showing all work steps rather than solving mentally.
[Student] is encouraged to check answers using estimation or inverse operations.
[Student] should focus on completing all parts of math assignments.
[Student] would benefit from organizing work more neatly on the page.
Elementary Math (K-5)
(12 comments)[Student] is developing strong counting skills and number recognition.
[Student] demonstrates understanding of shapes and their attributes.
[Student] successfully uses counting strategies to solve addition problems.
[Student] shows understanding of subtraction as 'taking away' and 'comparing'.
[Student] is building multiplication understanding through repeated addition.
[Student] demonstrates strong skills with time and money concepts.
[Student] accurately measures objects using standard and non-standard units.
[Student] creates and interprets simple graphs and data displays.
[Student] follows multi-step directions during math activities.
[Student] works well with math manipulatives to demonstrate understanding.
[Student] is working on building fact fluency through daily practice.
[Student] would benefit from more practice with [specific skill] at home.
Middle & High School Math
(13 comments)[Student] demonstrates strong algebraic reasoning and equation-solving skills.
[Student] shows excellent understanding of proportional relationships.
[Student] effectively analyzes and interprets data using statistical measures.
[Student] demonstrates proficiency with coordinate graphing and linear functions.
[Student] shows strong skills in geometric proofs and reasoning.
[Student] applies mathematical concepts to solve real-world problems.
[Student] demonstrates understanding of expressions and equations.
[Student] shows developing skills in working with polynomials and factoring.
[Student] effectively uses technology tools for mathematical exploration.
[Student] communicates mathematical thinking clearly in writing.
[Student] is developing skills in showing complete algebraic solutions.
[Student] would benefit from additional practice with [specific concept].
[Student] is encouraged to seek extra help during office hours.
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