Pick practice by grade instead of jumping to olympiad
Grade 1 focuses on addition and subtraction within 20, clocks and money units; grade 2 adds times tables and two-digit arithmetic; grade 3 introduces column arithmetic, unit conversion and perimeter/area; grade 4 moves into fractions and mixed operations; grades 5–6 handle fraction arithmetic, ratios and solid geometry. Olympiad topics (travel, work, concentration, chickens and rabbits, magic squares) work better once classroom arithmetic is solid, otherwise confidence suffers. Every page states its grade range — following that order beats skipping ahead.
Drill tools: time limits, accuracy and mistakes
What matters is not how many questions were answered but three signals: accuracy, average time and which type of question is failing. Reach 90% accuracy untimed before tightening the clock; too little time turns calculation into guessing and cements errors. Mistakes are worth more than redoing a whole sheet — ten questions of the same error type beat copying the paper again.
Explanation tools: draw the reasoning
Word problems are hard because it is unclear where to start, so these pages visualise the thinking: chickens and rabbits swaps animals one at a time so that "leg difference ÷ per-animal difference" becomes understandable; travel problems animate two vehicles and the remaining distance to show why approach uses the sum of speeds and catch-up uses the difference; concentration problems show colour converging; tree-planting lights each interval to explain why both ends need one extra. Understanding one animation beats memorising ten formulas.
Writing and dictation: from tracing to recall
Grid generators print writing practice sheets — for younger children keep cells at least 2 cm so character structure is visible, and remember to disable browser headers and footers when printing. The stroke-order page loops the writing sequence to correct habits. Dictation playback sets two repetitions with a 5–10 second gap so there is time to write; flashcards suit words that keep going wrong, with missed cards resurfacing first — the simplest form of spaced repetition.
Thinking practice: 24-point, sudoku and matchsticks
24-point trains flexible operation order, and many hands require fractional intermediate steps (3, 3, 8, 8 solves as 8 ÷ (3 − 8 ÷ 3)), so hints like "try division first" beat revealing the answer. Sudoku starts with naked singles — rows, columns or boxes with one empty cell — before moving to pairs and block elimination. Matchstick puzzles and pattern sequences build observation and trial; treat them as ten-minute warm-ups rather than another drill sheet.
Advice for parents
Ten minutes daily beats two hours at the weekend. Confirm the method is understood before starting the timer, and explain mistakes right away instead of saving them up. Everything here is free and can be regenerated endlessly, so there is no need to buy workbooks for drilling. One caution: these tools support practice and explanation, they do not replace classroom teaching, and piling on extra work until a child resists costs more than it gains — keeping interest matters more than a few extra questions.
FAQ
Will the questions repeat?
Each generation randomises again; with the same settings repeats are rare. If you do see one, regenerate.
Can I print a paper worksheet?
Yes. Mental arithmetic, column arithmetic, writing grids and stroke order all print or export as images — disable browser headers and footers and check the preview first.
Which grades is it for?
Grades 1 to 6 for arithmetic and practice, plus some olympiad question types, with the grade range and difficulty noted on each page.