Primary 1 Numbers up to 100
Help your child read, build, compare and describe numbers. Start with real objects, then drawings, then numerals and words.
Keywords
Use these words when your child explains a number, a pattern or a question. Point to a real example before asking for a definition.
- Digit
- One symbol from 0 to 9. The digits in 47 are 4 and 7.
- Numeral
- A number written with digits, such as 47.
- Number word
- A number written in letters, such as forty-seven.
- Ones
- Single units. In 47, the 7 means seven ones.
- Tens
- Groups of ten ones. In 47, the 4 means four tens, or 40.
- Hundred
- Ten tens, or 100 ones. One hundred is written 100.
- Place value
- The value of a digit because of its position in a number.
- Greater than / less than
- Ways to compare amounts. 63 is greater than 59; 59 is less than 63.
- Sequence
- Numbers in an order that follows a rule, such as 2, 4, 6, 8.
- Ordinal number
- A position word, such as first, second or third.
- Possible value
- A number that meets every condition in a question.
Question clues: “More than” and “less than” set limits; “altogether” asks about a total; “from the left” or “from the right” tells where to start counting.
Write numbers in words
Learn the small number names first. Then connect the teens and tens to the numbers your child can build and count.
One to ten
one, two, three, four, five, six, seven, eight, nine, ten
Eleven to twenty
eleven, twelve, thirteen, fourteen, fifteen, sixteen, seventeen, eighteen, nineteen, twenty
The tens
thirty, forty, fifty, sixty, seventy, eighty, ninety; one hundred
Write 52 in words. Five tens make fifty; two ones make two. Write fifty-two.
Important: Use a hyphen without spaces for 21–99 when there is a ones part: twenty-one, fifty-two. Whole tens such as forty and ninety have no hyphen. Watch the spellings fourteen, forty, nineteen and ninety.
Common mistake: Writing “fourty” or “ninteen”, or leaving out the hyphen in forty-two. Say the tens and ones aloud, then check the spelling.
Ask: “How many tens do you hear? What ones word comes after it?”
Write 94 in words.
Reveal the answer
ninety-four. Nine tens make ninety and four ones make four.
Place value and placing digits
Base-ten blocks help a child see what each digit is worth: a small unit is one, a rod is ten ones, and a flat is one hundred. Exchange ten ones for a ten; the amount does not change.
4 tens + 7 ones = 47
Build 47 with four tens rods and seven unit squares. The 4 is in the tens place, so it means 40. The 7 means 7. Together they make 47.
Important: 100 is one hundred, zero tens and zero ones. It is the only three-digit number in this guide. Do not read 47 as 74: the position changes each digit’s value.
Common mistake: Reading 47 as 74, or treating a ten rod as one unit. Build the number and name the tens and ones before writing it.
Ask: “Can you trade ten ones for one ten? How many tens and ones do you have now?”
What number has 6 tens and 3 ones?
Reveal the answer
63. Six tens are 60; 60 + 3 = 63.
Comparing numbers
For single-digit numbers, compare the quantities directly. For two-digit numbers, compare the tens first. If the tens are equal, compare the ones.
Which is greater, 63 or 59? Compare the tens: 6 tens is more than 5 tens, so 63 > 59. The 9 ones in 59 cannot change that.
Common mistake: Choosing 59 over 63 because 9 is greater than 3. Compare the tens first: 6 tens is greater than 5 tens.
Ask: “Which place should we compare first? What if those digits are the same?”
Which is greater, 74 or 78?
Reveal the answer
78. Both have 7 tens, so compare the ones: 8 is more than 4.
Number sequences
Look at how one number changes to the next. Count forward or backward in equal steps, then check that the same step works twice.
Complete 32, 34, 36, __, __. Each number increases by 2, so the next numbers are 38, 40.
Common mistake: Guessing the next number after checking only one pair, or adding when the pattern decreases. Check the same jump between at least two pairs.
Ask: “What changed each time? Can you show the jumps on a number line?”
Complete 50, 45, 40, __, __.
Reveal the answer
35, 30. Subtract 5 each time.
Ordinal numbers
Ordinal words tell us a position: first, second, third, fourth, fifth, sixth, seventh, eighth, ninth and tenth. Always say where counting starts.
Choose where to start, then click a child to count their position.
Click a child to see how to count their position.
In the row above, Ben is second from the left and fourth from the right.
Important: “Second” tells which position, not that there are two children. Turning around changes the direction of counting.
Common mistake: Starting at the left when the question says “from the right”, or treating “third” as three children. Point to the starting end and count positions one by one.
Ask: “Where do we start counting? Can you point to each child as you count?”
Who is third from the right?
Reveal the answer
Chen. From the right: Eli first, Devi second, Chen third.
How to use this guide at home
Choose one small skill at a time. Begin with blocks, counters or a drawing; ask your child to explain the example; let them try the new question before opening its answer. On another day, change the numbers and see whether they can explain their reasoning again.
If a skill still needs support, return to a smaller number. A useful note is “needs support”, “can do with a prompt”, or “can explain independently” with one next step.
Printables
Use these sheets to build numbers with hundreds, tens and ones, then record each digit in its place-value column.
Base-ten blocks
Print at 100% scale. Cut on the outer borders. Use the pieces to build numbers: ten ones can be exchanged for one ten; ten tens make one hundred.
Hundreds · 100 each
Tens · 10 each
Ones · 1 each
Tip: Print on card or glue the sheet to thin card before cutting. Keep the 10-by-10 grid visible so the value of each block is clear.
Place-value table
Write one digit in each place. Build the number with blocks first, then record it here. For numbers below 100, leave the hundreds place empty or write 0.
| Hundreds | Tens | Ones |
|---|---|---|
| 4 | 7 | |
Example: 4 tens and 7 ones = 47.
Ask: What does each digit stand for? Which place would you compare first?