Choose a worksheet type, configure it, and generate.
Add single digits (0–9). Vertical format.
All problems have sums ≤ a chosen limit. Grade presets available.
Add numbers from 0 to 20. Vertical format.
Single digit addition with dot visualisation beside each number.
Add by counting dots in dice / domino style figures (0–10).
Visualise addition using ten-frames (values 0–20).
Count geometric shapes (circles, squares, triangles, stars) and add.
Multi-digit addition with configurable digit count and addend count.
Multi-digit addition (2–4 digits) with 2–4 addends.
Large number addition (5–7 digits) with comma formatting.
Addition without carrying. Each column sums to 9 or less.
Force regrouping (carrying) in selected columns.
Find the missing number: ___ + 7 = 12 or 5 + ___ = 12.
Missing addend in different equation arrangements.
Find the missing addend where sums are multiples of ten.
One digit in an addend or the sum is hidden.
Add numbers from 0 to 99 independently. Vertical format.
Doubles, near-doubles (+1/+2). Vertical format.
Doubles and near-doubles displayed as horizontal equations.
Doubles and near-doubles with dot visualisation.
Add two numbers that differ by 1 or 2 (e.g. 7+8, 6+8). Vertical format.
Add two values that are both multiples of 10, 100, or 1000 (e.g. 20 + 30, 400 + 500).
Horizontal equations with 2 addends (1 or 2 digit).
Horizontal equations with 3 addends (1 or 2 digit).
Horizontal equations with 4 addends (1 or 2 digit).
Horizontal equations with 3 or 4 digit addends.
Both addends share the same units digit (e.g. 23 + 43).
Add decimals with 1–2 decimal places. Vertical format with decimal alignment.
Subtract single digits (0–9). Vertical format.
Subtract numbers in the 0–20 range. Vertical format.
Subtract numbers in the 0–99 range. Vertical format.
All differences fall within a chosen limit. Grade presets available.
Single digit subtraction with dots beside the minuend to cross out.
Subtract by counting dot figures in dice/domino style (0–10).
Visualise subtraction using ten-frames (values 0–20).
Both numbers share the same ones digit. Horizontal format.
Single or multi-digit subtraction in horizontal format.
Guaranteed no borrowing. Each column: minuend digit ≥ subtrahend digit.
Vertical subtraction with 2–4 digits. Choose regrouping mode.
Vertical subtraction with 4–6 large digits. Choose regrouping mode.
Find the missing minuend, subtrahend, or difference. Horizontal format.
One digit in the minuend, subtrahend, or difference is hidden.
Subtract decimals with configurable decimal places and integer digits.
Subtract monetary amounts with currency symbol. Supports USD, GBP, EUR, JPY.
All 55 single-digit subtraction facts shuffled to fill 100 problems.
Configurable table range (0–15) and drill size.
Doubles (a-a), near-doubles (a-(a-1)) and near-near-doubles (a-(a-2)).
Each difference (answer) is always between 1 and 10.
Reference table showing all N-0 through N-N facts for selected numbers.
Subtraction with 1- or 2-digit numbers where no regrouping (borrowing) is needed.
Horizontal format subtraction with no regrouping required.
Problems where the minuend contains zeros, requiring multi-step borrowing.
Shows objects to count; student crosses out the subtrahend and counts remaining.
Subtract compound measurements: feet & inches, pounds & ounces, hours & minutes, etc.
Subtract measurements in feet and fractional inches (halves through 64ths).
Multiply single-digit numbers (0–9). Vertical format.
Each factor drawn from a selected subset of 0–12. Selecting one table gives a pure times-table worksheet.
Both factors in the range 0–99. Products can be very large.
20 problems from one selected times table (0–12). 1-minute drill.
Configurable factor range (0–15) and drill size.
All 169 single-digit × single-digit combos (0–12) shuffled to fill 100 problems.
Long multiplication with 2–4 digit × 1–3 digit. Optional partial products.
Horizontal multiplication: a × b = ___. Supports 1–4 digit factors.
Find the missing factor: ___ × b = product or a × ___ = product.
Four equation forms: _×b=p, a×_=p, p=_×b, p=a×_.
Multiply decimal numbers with 1–2 decimal places.
Multiply integers where one or both factors are negative.
Multiply by 10, 20, 30 … or 100, 200 … etc.
Multiply by 10, 100, 1000 or 10 000.
Multiply a price by a quantity. Find the total cost.
Ordered or random practice grids for configurable ranges.
Center number × 8 ring numbers. Write the products in the outer ring. 9 circles per page.
Dot arrays: count rows and columns, write the multiplication equation.
Two arrays side-by-side showing a×b = b×a.
Write 2 multiplication and 2 division equations from each array.
Student draws a dot array from a written description or equation.
Real-world word problems: draw array, write equation, solve.
Colorful individual times table reference charts (1–12). Filled reference or blank for student practice.
A full multiplication grid where each cell is sized proportionally to the product — visual learning at a glance.
Reference card with divisibility rules for 2, 3, 4, 5, 6, and 9.
A matrix: students check which divisors (2,3,4,5,6,9) each number is divisible by.
Same matrix format but teacher chooses any divisors from 2–12.
Colorful pre-filled division facts tables 1–12 (inverse of multiplication tables).
Standard division with configurable divisor/quotient ranges. No remainders.
Long division bracket format. Configure divisor digits, quotient digits, and remainders.
Compact bracket format with single-digit divisors (2–9). No work area needed.
All single-digit division combos randomised. 100 problems, timed.
Fix a divisor (the times table) and drill all 60 combinations. 3 minutes.
Dividend, divisor, or quotient can be missing. Three blank positions.
Long division brackets with a decimal dividend — e.g. 28.04 ÷ 4.
Horizontal problems with a decimal divisor — e.g. 7.20 / 2.4 = ___.
Single-digit divisor with a 3-digit decimal dividend — e.g. 24.8 / 4 = ___.
Problems that produce whole, 1-decimal, and 2-decimal quotients.
Division with negative divisors and quotients — covers all sign-rule combinations.
Each problem shown in all 3 notations: bracket, horizontal, and fraction.
Problems alternate between horizontal and long-division bracket formats.
Read analog clocks and write the time to the nearest hour (e.g. 3:00).
Read analog clocks and write the time to the nearest half-hour (e.g. 2:30).
Read analog clocks and write times to the nearest quarter-hour (:00, :15, :30, :45).
Read analog clocks and write the time to the nearest 5 minutes (e.g. 4:25, 7:50).
Read analog clocks and write the exact time to the nearest minute.
Read and write times in 24-hour format (e.g. 14:30). Convert between 12-hour and 24-hour.
A digital time is given — students draw the hour and minute hands on a blank clock face.
Draw clock hands for times on the hour and half-hour.
Draw clock hands for any 5-minute interval. Digital time is given.
Draw clock hands for any time to the exact minute. The most demanding clock-drawing task.
A digital time is shown — students draw the hands to match it on a blank clock.
An analog clock is shown — students write the digital time.
Draw lines matching analog clocks to their digital equivalents. 6–8 pairs per worksheet.
Identify whether a given activity or time is AM or PM.
Match time vocabulary to clock times: o'clock, half past, quarter past, quarter to.
Find how much time has passed between a start time and end time. No crossing noon/midnight.
Elapsed time crossing noon or midnight. Find start time, end time, or duration.
Printable blank or numbered clock faces for drawing practice. 4, 6, or 9 per page.
One worksheet mixing read-clock, draw-hands, elapsed time, and digital/analog conversion tasks.
Identify the tens digit and ones digit in 2-digit numbers. Includes base-10 block visual toggle.
Count base-10 blocks (cubes, rods, flats) and write the number. Or write a number and draw the blocks.
Fill in a 3-column place value chart. Identify the hundreds, tens and ones in 3-digit numbers.
A digit is underlined — write its place name (e.g. tens) and value (e.g. 40). Configurable digit count 2–7.
Fill in a place value chart with columns from hundreds up to millions. Configurable column range.
Write 2-digit numbers in expanded form (e.g. 47 = 40 + 7). Both directions available.
Write 3 or 4-digit numbers in expanded form (e.g. 3,472 = 3000 + 400 + 70 + 2).
Expanded form for numbers up to 7 digits (millions). Includes multiplication notation option.
Convert from expanded form or word form back to standard (numeric) form. Configurable digit count.
Write numbers in word form (e.g. four thousand three hundred fifty-two). Configurable up to millions.
Compare two 2-digit numbers using >, < or =. Visual mode includes base-10 block display.
Compare two 3 or 4-digit numbers using >, < or =. Configurable digit count.
Compare numbers up to 7 digits (millions) with comma formatting.
Order a set of 2 or 3-digit numbers from least to greatest or greatest to least. 3–6 numbers per set.
Order sets of 4–7 digit numbers with comma formatting. 3–6 numbers per set.
Write numerals and match them to number words. Entry point for number writing before place value.
Given a visual (base-10 blocks or chart), write the number in standard form and word form.
Write the number that comes just before and just after a given number. Configurable range.
Mark a given number on an open number line, or identify what a marked point represents.
Identify tenths and hundredths in decimal numbers. Write the value of an underlined decimal digit.
Write decimal numbers in expanded form (e.g. 4.35 = 4 + 0.3 + 0.05). Both directions.
Compare decimal numbers using >, < or =. Configurable to 1 or 2 decimal places.
Order 3–5 decimal numbers from least to greatest or greatest to least.
Mixed worksheet combining identify, expanded, comparing, ordering and puzzle skills. By grade level.
"I have 4 hundreds, 3 tens and 7 ones — what number am I?" Build numbers from digit clues.
One-step story problems using addition.
One-step story problems using subtraction.
One-step story problems using multiplication.
One-step story problems using division.
One-step problems mixing +, −, ×, ÷.
Multi-step story problems requiring two operations.
Real-world addition problems with money.
Real-world subtraction problems with money.
Real-world multiplication problems with money.
Real-world division problems with money.