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Class 1 Math Practice Test Online

Fun, simple math practice for early learners! Designed for ages 6–7, these visual questions help children practice numbers 1–20, basic addition and subtraction, and simple shapes. Questions use familiar objects and easy-to-follow examples, with no carrying or borrowing, helping young learners build confidence step by step.

Class 1Math

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Reviewed by Mythili · Primary Maths Teacher, GV Academy · 6+ years teaching Class 1-5 Math, reviewed for curriculum & exam alignment.Basic counting, number matching, and simple addition logic verified for fun, intuitive practice.

Last reviewed: August 2026

💡 Parent & Educator Tip: Keep each practice session to 10–15 minutes and mix question types rather than practicing one skill repeatedly. Try a few counting questions, followed by a shape question and then a simple word problem. Switching between skills every few minutes helps keep a 6-year-old engaged and prepares them for exams where different topics may appear together.

⚡ Quick quiz

Test yourself in under a minute: Class 1 Math Practice Test

Four quick questions cover counting sequences, single-digit addition, and shape recognition, the core number skills for Class 1.

1. What number comes right after 17?
2. What is 8 - 5?
3. A shelf has 6 books. 2 more books are added. How many books are on the shelf now?
4. How many sides does a rectangle have?

👪 Parent guidance

Can your child count out 9 blocks and tell you how many are left after taking away 3, using their fingers or objects?

Count together out loud, using real objects nearby whenever possible.

•Children often count on their fingers correctly but make errors writing the number itself, mixing up 6/9 or reversing digits like 12/21. Writing practice matters as much as counting practice at this stage.
•'Before' and 'after' number questions trip up children who can count forward fine but haven't practiced counting backward or counting starting from any number.
•In word problems, children sometimes give the starting number because they miss the final question. Ask them to underline what the question wants to know before they begin counting.

5-minute offline activities

•Kitchen Counting: count out spoons, buttons, or coins into groups of 5 or 10 while cooking or tidying up.
•Stair-Step Numbers: call out a number on each step while walking up or down stairs together.
•Shape Hunt: walk through the house naming shapes you spot — round plates, square windows, triangle roof.

Talk through each question together and let your child use fingers, coins, or small objects to count — the goal is number sense, not speed. Answers and explanations are right below each question.

Number Sense, Counting & Comparison

Covers counting forward and backward, finding what comes before/after/between, comparing which number or group is bigger/smaller/more, reading number names, and continuing simple number patterns, all built on fluency with numbers up to 20.

Hopping Down a Number Line

For Parents

Draw a number line from 1 to 20 on the floor with chalk or tape and have your child hop along it.
Hopping one step right answers 'what comes after'; one step left answers 'what comes before'; standing further right always means the bigger number.
Use the same line to count backward from any number, and to check skip patterns like 2, 4, 6 by hopping two squares at a time.
For number names, write a number as a digit and say its name together, then swap: say a name and have your child point to the digit.
Do this daily for a week and it sticks fast.

For Teachers

'Before' questions are missed far more often than 'after' questions at this age — if a child struggles, have them count forward out loud from 1 every time rather than trying to count backward directly.

1. Write the number that comes right after 14.
▶Reveal answer
15
Count the next few numbers aloud: thirteen, fourteen, fifteen. The number after 14 is 15 because fifteen is the next number said in the counting sequence. Practice starting from different numbers, so your child learns to continue a sequence instead of always beginning at one.
2. Write the number that comes right before 20.
▶Reveal answer
19
Say the last four numbers in order: seventeen, eighteen, nineteen, twenty. The number immediately before 20 is 19 because it is the last number spoken before twenty. Saying a short run of numbers aloud helps children hear the order more reliably than trying to remember one answer alone.
3. Write the number names for: 3, 5, 8.
▶Reveal answer
three, five, eight
We write the word names for these numbers as 'three', 'five', and 'eight'.
4. Which number is bigger: 12 or 19?
▶Reveal answer
19
Nineteen represents a larger group of items than twelve, so 19 is the larger value.
5. Fill in the missing numbers to count backward: 10, 9, 8, ___, ___.
▶Reveal answer
7, 6
Continue the countdown aloud: ten, nine, eight, seven, six. The two missing numbers are 7 and 6 because each step in this sequence is one less than the number before it. Try covering one number in a spoken countdown and let your child fill it in before writing the answer.
6. How many legs does a dog have?
▶Reveal answer
4
A dog is a four-legged animal, using all four of its limbs to walk and run.
7. Count and write the total number of stars: ★★★★★★★
▶Reveal answer
7
Let's point and count each star one by one: one, two, three, four, five, six, seven! Touching each star as you say its number stops children from skipping or double-counting one.
8. Complete the skip pattern: 2, 4, 6, ___, ___.
▶Reveal answer
8, 10
This pattern jumps by adding two at each step, so after six we get eight and then ten. Skip counting by 2s is like counting pairs of shoes or socks: you jump two numbers every step instead of counting one by one.
9. Which number is smaller: 7 or 15?
▶Reveal answer
7
A group of seven items is smaller than a group of fifteen items, so 7 is the smaller number.
10. Write the missing number in the middle: 11, ___, 13.
▶Reveal answer
12
Twelve is the counting number that sits directly in between eleven and thirteen. Teen numbers can be tricky because eleven and twelve don't end in '-teen' like the rest, so a little extra practice saying them out loud helps them stick.
11. Write the number name for 11.
▶Reveal answer
eleven
The name of the number 11 is spelled out as 'eleven'.
12. Which collection has MORE items: 5 apples or 8 apples?
▶Reveal answer
8 apples
Because eight is a larger number than five, the group with 8 apples has more.
13. Count forward from 15 to 18.
▶Reveal answer
15, 16, 17, 18
To speak the numbers in order starting at fifteen and ending at eighteen, we say: fifteen, sixteen, seventeen, eighteen. On a number line, moving right one step at a time always means adding 1.

Addition & Subtraction Facts, Including Zero

Measures direct recall and fill-in-the-blank fluency with single-digit addition and subtraction, without carrying or borrowing, including the special zero rule (a number plus or minus zero stays the same).

Blocks for Adding, Taking Away

For Parents

Build a small block tower to make addition and subtraction visual: stack 4 blocks, then add 3 more to show addition.
For subtraction, remove one block at a time and count how many remain.
For missing-number problems, like 'I have 3 blocks and need 10 — how many more do I add?', start with the 3 blocks and add blocks one by one until you reach 10, counting how many you added.
For zero facts, place an empty cup beside a block tower and ask your child what changed when nothing was placed in or taken from the tower.
Seeing the math happen with real objects helps children understand the idea better than memorizing a rule.

For Teachers

Watch for children who can solve '6 + 2' but freeze on '2 + 6' — flipping the order in a follow-up question quickly reveals whether addition is understood as commutative yet, or just memorized in one direction.

1. What is 5 + 4?
▶Reveal answer
9
If you have 5 apples and get 4 more, counting them all together gives you 9. Try 'counting on': start at 5, then count up four more steps (6, 7, 8, 9) instead of starting over from one each time.
2. What is 9 - 3?
▶Reveal answer
6
Imagine holding 9 balloons. If 3 pop or fly away, you are left with exactly 6. You can also 'count back' from 9, going 8, 7, 6, three steps down to land on the answer.
3. Fill in the blank space: 6 + ___ = 8.
▶Reveal answer
2
Imagine you have 6 red blocks in a tower. How many blue blocks do you need to add to reach a height of 8 blocks? Counting on from 6 (7, 8) takes two steps, so the answer is 2.
4. What is 7 + 0?
▶Reveal answer
7
Start with 7 counters. Since no new counters join the group, you still count 7, so 7 + 0 = 7. Let your child place seven small objects in a row, then ask what has changed when an empty hand adds nothing to the row.
5. What is 12 - 4?
▶Reveal answer
8
'Twelve minus four' tells us to count backward four steps from twelve (11, 10, 9, 8), which lands us on eight. You could also start at 4 and count up to 12, checking how many steps that takes.
6. What is 10 + 5?
▶Reveal answer
15
Combining a full group of ten with five individual ones gives us fifteen (10 + 5 = 15).
7. Fill in the missing number: ___ - 3 = 4.
▶Reveal answer
7
Ask yourself: what number is three steps bigger than four? Counting on from 4 (5, 6, 7) takes three steps, so the answer is seven (7 - 3 = 4).
8. What is 16 - 0?
▶Reveal answer
16
Put 16 marbles in a row and remove no marbles. Counting the row again gives 16, so 16 - 0 = 16. This is a useful check for subtraction: when nothing is removed, the starting group is still there to count.

Simple Word Problems

Tests whether a child can read a short real-life story, decide whether it needs addition or subtraction, and solve it correctly, a step beyond fact recall because it requires understanding the situation first.

Acting Out the Story First

For Parents

Act the story out with real objects instead of solving it on paper first.
If the problem is about toys, get actual toys (or buttons) and physically add or take some away as you read each line.
Ask your child to say back what is happening in their own words before touching any objects — 'so we start with 9 marbles, and some go away.'
Recognizing whether a story describes joining or taking away is the real skill being practiced, not just doing the math.

For Teachers

As a quick check, read the problem aloud but leave off the question at the end and ask the child to act it out with counters first. If they can show the joining or taking-away correctly without seeing the question, the story sense is there and any wrong answer is a counting slip, not a comprehension gap.

1. If you have 5 candies and eat 2, how many candies do you have left?
▶Reveal answer
3
Eating two of your five candies means they are gone, leaving you with three (5 - 2 = 3).
2. A tree has 4 birds on it. 2 more birds fly in. How many birds are there now?
▶Reveal answer
6
Draw 4 birds, then draw 2 more beside them. Counting all the birds gives 6, so 4 + 2 = 6. The words '2 more birds fly in' tell us that the group is growing, which is why we put the two groups together.
3. A basket has 7 mangoes. You take out 4. How many mangoes stay in the basket?
▶Reveal answer
3
Begin with 7 mangoes and cover 4 of them to show that they have been taken out. The 3 still showing are the mangoes left in the basket, so 7 - 4 = 3. Drawing seven simple circles and crossing out four is a helpful way to check the subtraction before writing the answer.

Shapes, Size & Visual Patterns

Checks recognition of basic 2D shapes and their sides and corners (including that a circle has none), comparing the size or length of two objects, and continuing simple repeating visual patterns.

A Two-Minute Shape Hunt

For Parents

Go on a two-minute shape hunt around the house: find a plate for a circle, a window for a square, or a sandwich slice for a triangle.
Count the corners and sides together as you find each shape.
For size questions, line up two real objects from the same starting edge so it is easy to see which one extends farther.
For visual patterns, use two kinds of buttons or toys and arrange them in a repeating pattern, such as square, circle, square, circle — ask what comes next before checking the answer on paper.

For Teachers

For size comparisons, check that children are lining objects up from the same starting point before judging length — an object placed further forward can look 'longer' to a child even when it isn't.

1. How many corners does a triangle have?
▶Reveal answer
3
A classic triangle has three straight sides that join together to form three pointed corners, which is why it's called a 'tri'-angle, just like a tricycle has three wheels.
2. What shape is a round wheel or a coin?
▶Reveal answer
Circle
Wheels, rings, and round coins are classic everyday examples of a circle, because it's made of one continuous curved line, which is why it can roll smoothly and has zero sharp corners.
3. Which object is longer: a pencil or a sharpener?
▶Reveal answer
pencil
A brand new pencil spans several inches, making it significantly longer than a small, handheld sharpener. Line the two objects up starting at the same edge. Whichever one sticks out further is the longer one.
4. How many sides does a square have?
▶Reveal answer
4
A square has 4 straight equal sides and 4 square corners, like the corner of a book.
5. Complete the visual pattern: ◯, △, ◯, △, ___.
▶Reveal answer
◯
This is an AB pattern: Item A (circle) is followed by Item B (triangle), and then the pair repeats. Since the last shape shown is a triangle, the pattern loops back to a circle next.
6. How many corners does a circle have?
▶Reveal answer
0
Because a circle is perfectly round and curved all the way around, it has no straight sides or sharp corners, which is also why it can roll smoothly.

🔢

Count it together

Count the balloons, then take away the crossed-out ones. How many are left?

🎈🎈🎈🎈🎈🎈 (6 balloons, cross out 2)

4 balloons left

Let your child physically point to and count each balloon, because moving a finger from one to the next builds the number-object connection faster than mental math at this age.

Frequently asked questions

Does my Class 1 child need to memorize addition facts, or is counting each time okay?

Counting each time, on fingers or objects, is completely normal and expected at this stage. Instant recall of facts like '5+4=9' without counting typically develops in Class 2, not Class 1.

What shapes should a Class 1 child recognize?

The basic four: circle, square, triangle, and rectangle, including counting their sides and corners, which is exactly what this test's geometry questions check.

My child gets the arithmetic right but still gets word problems wrong. Why?

Word problems test a separate skill from calculation: keeping track of the beginning amount, the change, and the amount at the end. If your child can solve 7 - 4 correctly in isolation but freezes on "there are 7 shells and 4 are put away," draw the shells in two small groups before asking for the answer.

Explore more for Class 1

Class 1 English practice test

Switch to Class 1 English practice.

Math learning ladder — Primary (Class 1-5)

See where Class 1 Math fits in the primary (class 1-5) years, and jump straight to the next step.

📍 You are here
Class 1
Counting, Addition, Subtraction & Basic Shapes
Counting up to 20, simple addition and subtraction, and spotting basic shapes.
Class 2
Place Value, Skip-Counting & Early Multiplication
Two-digit place value, skip-counting patterns, and first steps into multiplication and division through grouping.
Open test →
Class 3
Numbers to 999, Regrouping & First Multiplication Tables
Builds on Class 2: 2-digit numbers grow into 3-digit numbers up to 999, addition/subtraction add regrouping, and multiplication and division appear for the first time alongside real-world measurement, money, and time.
Open test →
Class 4
Numbers to 10,000, 2-Digit Multiplication, Circles & Views
Builds on Class 3: numbers extend to 10,000, multiplication and division grow to 2-digit by 2-digit and division with remainders, and brand-new topics appear, 3D shapes, circles, views/mapping, and profit-loss money problems.
Open test →
Class 5
Numbers to 1 Crore, Angles, Decimals & Volume in cm³
Builds on Class 4: numbers extend into lakhs and crores, angles and rotational symmetry bring formal geometry, decimals and factors/multiples deepen number sense, and volume gets its own formula ahead of Class 6 algebra.
Open test →

Five minutes a day, counting real objects together, is worth more than one long session once a week.

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