📘 What’s inside:
Concept 1 — Number Before
The number that comes just before a given number is always 1 less than that number. On a number line, it sits immediately to the left.
- Before any number N → answer = N − 1
- Example: before 9 → 9 − 1 = 8
- Example: before 100 → 100 − 1 = 99
- The number before 1 is 0. There is no number before 0.
Number before 7 is 6
- aBefore 15 → 15 − 1 = 14
- bBefore 40 → 40 − 1 = 39
- cBefore 100 → 100 − 1 = 99
- 1Number just before 51 = 51 − 1 = 50.
✍ Practice — Concept 1
Concept 2 — Number After
The number that comes just after a given number is always 1 more than that number. On a number line, it sits immediately to the right.
- After any number N → answer = N + 1
- Example: after 9 → 9 + 1 = 10
- Example: after 99 → 99 + 1 = 100
- Numbers never end — there is always a number after any number.
Number after 14 is 15
- aAfter 27 → 27 + 1 = 28
- bAfter 79 → 79 + 1 = 80
- cAfter 199 → 199 + 1 = 200
After 9 comes 10 (not 90). After 19 comes 20 (not 110). When ones digit reaches 9, the tens digit increases by 1 and ones becomes 0.
✍ Practice — Concept 2
Concept 3 — Number Between
The number that sits between two consecutive numbers is the one that comes after the smaller and before the larger. It is 1 more than the left number and 1 less than the right number.
- Between N and N+2 → answer = N + 1
- Example: between 8 and 10 → 9
- Example: between 49 and 51 → 50
- Check: the answer must be 1 more than the left number AND 1 less than the right number.
Number between 20 and 22 is 21
How to think about it:
- a35 + 1 = 36. Check: 36 − 1 = 35 ✓ 36 + 1 = 37 ✓ → 36
- b99 + 1 = 100. Check: 100 − 1 = 99 ✓ 100 + 1 = 101 ✓ → 100
- c199 + 1 = 200 → 200
- 1Number between 72 and 74 = 72 + 1 = 73.
- 2Check: 73 − 1 = 72 ✓ 73 + 1 = 74 ✓
✍ Practice — Concept 3
The number between 30 and 32 is 31 (30 + 1 = 31).
Concept 4 — Before, After & Between Together
Every number has a neighbour on each side. Understanding all three at once is essential for reading number sequences and placing numbers correctly.
- Before N → N − 1 (one step left)
- After N → N + 1 (one step right)
- Between N and N+2 → N + 1 (sits in the middle)
Before 45 = 44 After 45 = 46
- 1Before 78 = 78 − 1 = 77
- 2After 78 = 78 + 1 = 79
- 3Between 77 and 79 = 77 + 1 = 78 (same number we started with!)
✍ Practice — Concept 4
(b) Before 99 , 100 , After 101 | Between 99 and 101: 100
(c) Before 498 , 499 , After 500 | Between 498 and 500: 499
The number is 350. It is between 349 and 351.
» हिंदी व्याकरण में संज्ञा के वचन – परिभाषा और भेद पढ़ें और अभ्यास वर्कशीट से अभ्यास करें, साथ ही संज्ञा के कारक – परिभाषा और प्रकार को समझें और वर्कशीट से अभ्यास करें।
Concept 5 — Missing Numbers in a Sequence
A sequence is a list of numbers in order. When one or more numbers are missing, we use the before and after rule to find them.
- Look at the numbers on both sides of the blank.
- If they differ by 2 → the missing number is exactly in between.
- If the blank is at the start → use the “before” rule on the first given number.
- If the blank is at the end → use the “after” rule on the last given number.
- 1First blank is before 17 → 17 − 1 = 16.
- 2Second blank is between 18 and 20 → 18 + 1 = 19.
- 1Between 97 and 99 → 97 + 1 = 98.
- 2Between 99 and 101 → 99 + 1 = 100.
✍ Practice — Concept 5
44 , 45 , 46 , 47 , 48
198 , 199 , 200 , 201 , 202
8 , 9 , 10 , 11 , 12
- Before N = N − 1 | one step to the left on a number line.
- After N = N + 1 | one step to the right on a number line.
- Between N and N+2 = N + 1 | always the middle number.
- Before 1 is 0. There is no number before 0.
- After 9 is 10, after 19 is 20, after 99 is 100 — the tens digit increases.
- For missing numbers: check both neighbours and apply before/after/between rules.
▶ Exam Style Questions
Test Yourself
(b) Before 89 , 90 , After 91
(c) Before 298 , 299 , After 300
In words: one hundred.
__ , 25 , __ , 27 , __ , 29 ▼
Second blank: 26 (between 25 and 27 → 25 + 1)
Third blank: 28 (between 27 and 29 → 27 + 1)
Full sequence: 24 , 25 , 26 , 27 , 28 , 29
Practise before, after and between with our free printable worksheet — fill in the blanks, missing sequences, and real-life word problems. No login required.
► Open Free Worksheet