Ready-to-use comments organised by performance level. Copy, paste, and personalise for your students.
These comments suit students who are working at the expected level in mathematics. They demonstrate solid understanding and consistent effort.
"[Student] has made solid progress in mathematics and demonstrates a reliable understanding of the four operations with whole numbers. They work methodically through problems and are gaining confidence in checking their answers using inverse operations."
"[Student] shows a sound understanding of place value and applies this knowledge when adding and subtracting multi-digit numbers. With continued practice, they will become more fluent with multiplication facts, which will support their work across all areas of maths."
"This term [Student] has shown consistent effort in mathematics. They engage well during lessons, ask thoughtful questions, and complete tasks to a good standard. Strengthening their recall of times tables will help them tackle division and fraction work with greater ease next term."
"[Student] demonstrates a good understanding of shape and measurement. They can identify properties of 2D and 3D shapes, measure angles with a protractor, and convert between units of measurement. They are developing their ability to explain their reasoning in writing."
"[Student] has shown steady improvement in mathematics. They can solve one- and two-step word problems with increasing independence, and their work with fractions - including finding equivalents and simplifying - has improved noticeably this term."
"[Student] works well in maths and completes tasks accurately. They have a sound grasp of number facts and are developing their ability to apply known strategies to unfamiliar problems. Encouraging them to show their working more consistently will strengthen their mathematical communication."
"[Student] has met expectations in mathematics this term. They handle data competently - reading and interpreting tables, bar charts, and pictograms - and are becoming more confident with plotting their own graphs. They should continue practising mental arithmetic strategies at home."
"[Student] is a reliable mathematician who approaches lessons with a positive attitude. They can use formal written methods for addition, subtraction, multiplication, and division, and are beginning to apply these skills to problems involving money and measures."
These comments are appropriate for students who are still building foundational skills in mathematics. They acknowledge effort and highlight specific next steps for progress.
"[Student] is developing their understanding of core mathematical concepts and benefits from concrete materials and visual models when working through problems. With regular practice at home and targeted support in class, they are beginning to show more confidence with addition and subtraction."
"[Student] has shown a positive attitude towards mathematics this term, even when tasks have been challenging. They are working towards a secure understanding of place value and would benefit from additional practice with number bonds to strengthen their foundational skills."
"While [Student] finds some mathematical concepts challenging, they have demonstrated real perseverance this term. Continued focus on basic multiplication facts and using visual strategies for word problems will support their progress moving forward."
"[Student] is making gradual progress in mathematics with adult support. They can complete calculations using structured resources and are beginning to work more independently on familiar problem types. Practising times tables regularly at home will be very beneficial."
"[Student] has worked hard in maths this term and should be proud of their effort. They are developing their understanding of fractions and can identify halves and quarters with visual support. Next term, we will focus on building confidence with equivalent fractions."
"[Student] approaches maths with a willing attitude and is developing their skills steadily. They can sort and describe 2D shapes by their properties and are building confidence with telling the time. Continued practice with written methods for addition and subtraction will strengthen their number work."
"[Student] is building their mathematical confidence one step at a time. They have made progress with counting, ordering numbers, and simple addition, and are beginning to apply these skills to practical problems involving money and measurement."
"[Student] benefits from additional thinking time and practical resources to support their learning in mathematics. They are developing their ability to read and interpret simple graphs and tables, and with continued encouragement, they will grow in confidence and independence."
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Exceeding Expectations Top Performers
These comments are suited to students who consistently go above and beyond in mathematics. They demonstrate exceptional understanding, initiative, and skill.
"[Student] demonstrates an outstanding grasp of mathematical concepts, confidently applying strategies such as partitioning and compensation to solve multi-step problems. They explain their reasoning to peers with clarity and regularly seek extension challenges independently."
"[Student] has excelled in mathematics this term, showing particular strength in fractions and decimal operations. They approach unfamiliar problems with curiosity rather than hesitation, frequently devising efficient methods that go beyond the strategies taught in class."
"It has been a pleasure watching [Student] push beyond grade-level expectations in maths. Their work on our data and statistics unit was exemplary - they designed their own survey, collected results, and presented findings using appropriate graphs without any scaffolding."
"[Student] consistently demonstrates high-level mathematical reasoning. They can identify patterns in number sequences, articulate rules algebraically, and apply their knowledge to real-world contexts with impressive accuracy. Their written explanations are thorough and logically structured."
"[Student] shows exceptional number sense and can manipulate numbers mentally with speed and confidence. They have a natural ability to spot the most efficient calculation strategy and regularly support classmates by explaining alternative methods during group work."
"[Student] has shown remarkable growth in their problem-solving abilities this term. They tackle multi-step word problems systematically, always checking the reasonableness of their answers. Their geometry work has been particularly impressive, demonstrating a strong spatial awareness."
"[Student] approaches every maths lesson with enthusiasm and determination. They have an excellent understanding of place value which underpins their confident work with multiplication and division of larger numbers. Their ability to reason mathematically and justify their answers sets them apart."
"[Student] is a talented mathematician who thrives on challenge. They have demonstrated mastery of fraction, decimal, and percentage equivalences, and apply this knowledge fluently when solving problems. Their investigative work shows a genuine love of mathematical thinking."