
What Are Ordinal Numbers Definition Rules and Solved Examples
The concept of ordinal numbers 1 to 100 plays a key role in mathematics and is widely applicable to both real-life situations and exam scenarios.
What Is Ordinal Numbers 1 to 100?
An ordinal number is a number used to indicate the exact position or order of objects, people, or items in a list — such as 1st, 2nd, 3rd, and so on, up to 100th. These numbers answer the question: “Which position?” You’ll find this concept applied in ranking, event sequencing, dates, competitions, and arrangements. Ordinal numbers differ from cardinal numbers, which indicate quantity (like one, two, three). In ordinal form, numbers show order, not count. For example, in a race, “third” tells you who finished at which spot, not how many runners there were.
Ordinal Numbers 1 to 100 Chart
Below is a handy reference chart showing ordinal numbers from 1st to 100th, both in numeric symbol and word spelling. This helps you quickly find the correct way to write or say any ordinal number.
| Number | Ordinal Symbol | Ordinal Spelling | Number | Ordinal Symbol | Ordinal Spelling |
|---|---|---|---|---|---|
| 1 | 1st | First | 51 | 51st | Fifty-First |
| 2 | 2nd | Second | 52 | 52nd | Fifty-Second |
| 3 | 3rd | Third | 53 | 53rd | Fifty-Third |
| 4 | 4th | Fourth | 54 | 54th | Fifty-Fourth |
| 5 | 5th | Fifth | 55 | 55th | Fifty-Fifth |
| 6 | 6th | Sixth | 56 | 56th | Fifty-Sixth |
| 7 | 7th | Seventh | 57 | 57th | Fifty-Seventh |
| 8 | 8th | Eighth | 58 | 58th | Fifty-Eighth |
| 9 | 9th | Ninth | 59 | 59th | Fifty-Ninth |
| 10 | 10th | Tenth | 60 | 60th | Sixtieth |
| 11 | 11th | Eleventh | 61 | 61st | Sixty-First |
| 12 | 12th | Twelfth | 62 | 62nd | Sixty-Second |
| 13 | 13th | Thirteenth | 63 | 63rd | Sixty-Third |
| 14 | 14th | Fourteenth | 64 | 64th | Sixty-Fourth |
| 15 | 15th | Fifteenth | 65 | 65th | Sixty-Fifth |
| 16 | 16th | Sixteenth | 66 | 66th | Sixty-Sixth |
| 17 | 17th | Seventeenth | 67 | 67th | Sixty-Seventh |
| 18 | 18th | Eighteenth | 68 | 68th | Sixty-Eighth |
| 19 | 19th | Nineteenth | 69 | 69th | Sixty-Ninth |
| 20 | 20th | Twentieth | 70 | 70th | Seventieth |
| 21 | 21st | Twenty-First | 71 | 71st | Seventy-First |
| 22 | 22nd | Twenty-Second | 72 | 72nd | Seventy-Second |
| 23 | 23rd | Twenty-Third | 73 | 73rd | Seventy-Third |
| 24 | 24th | Twenty-Fourth | 74 | 74th | Seventy-Fourth |
| 25 | 25th | Twenty-Fifth | 75 | 75th | Seventy-Fifth |
| 26 | 26th | Twenty-Sixth | 76 | 76th | Seventy-Sixth |
| 27 | 27th | Twenty-Seventh | 77 | 77th | Seventy-Seventh |
| 28 | 28th | Twenty-Eighth | 78 | 78th | Seventy-Eighth |
| 29 | 29th | Twenty-Ninth | 79 | 79th | Seventy-Ninth |
| 30 | 30th | Thirtieth | 80 | 80th | Eightieth |
| 31 | 31st | Thirty-First | 81 | 81st | Eighty-First |
| 32 | 32nd | Thirty-Second | 82 | 82nd | Eighty-Second |
| 33 | 33rd | Thirty-Third | 83 | 83rd | Eighty-Third |
| 34 | 34th | Thirty-Fourth | 84 | 84th | Eighty-Fourth |
| 35 | 35th | Thirty-Fifth | 85 | 85th | Eighty-Fifth |
| 36 | 36th | Thirty-Sixth | 86 | 86th | Eighty-Sixth |
| 37 | 37th | Thirty-Seventh | 87 | 87th | Eighty-Seventh |
| 38 | 38th | Thirty-Eighth | 88 | 88th | Eighty-Eighth |
| 39 | 39th | Thirty-Ninth | 89 | 89th | Eighty-Ninth |
| 40 | 40th | Fortieth | 90 | 90th | Ninetieth |
| 41 | 41st | Forty-First | 91 | 91st | Ninety-First |
| 42 | 42nd | Forty-Second | 92 | 92nd | Ninety-Second |
| 43 | 43rd | Forty-Third | 93 | 93rd | Ninety-Third |
| 44 | 44th | Forty-Fourth | 94 | 94th | Ninety-Fourth |
| 45 | 45th | Forty-Fifth | 95 | 95th | Ninety-Fifth |
| 46 | 46th | Forty-Sixth | 96 | 96th | Ninety-Sixth |
| 47 | 47th | Forty-Seventh | 97 | 97th | Ninety-Seventh |
| 48 | 48th | Forty-Eighth | 98 | 98th | Ninety-Eighth |
| 49 | 49th | Forty-Ninth | 99 | 99th | Ninety-Ninth |
| 50 | 50th | Fiftieth | 100 | 100th | Hundredth |
How to Write and Use Ordinal Numbers
Most ordinal numbers are formed by adding -st, -nd, -rd, or -th to the number – for example, 1st, 2nd, 3rd, 4th. The main patterns are:
- For numbers ending in 1, use "st" (except 11 → 11th): 21st, 31st
- For numbers ending in 2, use "nd" (except 12 → 12th): 22nd, 32nd
- For numbers ending in 3, use "rd" (except 13 → 13th): 23rd, 33rd
- For all other numbers, use "th": 4th, 5th, 11th, 12th, 13th, 20th, etc.
Common exceptions (all the 'teens') always use "th": 11th, 12th, 13th. Always write or speak the ordinal spelling as "first", "second", "third", etc., and use symbols for informal lists or tables (“21st birthday”, “5th place”).
Ordinal Numbers in Real Life
Ordinal numbers are seen and used everywhere:
- Dates and events: “August 15th”, “31st December”
- Competitions: “He finished 3rd in the race”
- Classrooms: “She sits in the 4th row”
- Queue or sequence: “You are 18th to be served”
- Levels or floors: “My flat is on the 7th floor”
Practice: Try These Yourself
- Write the ordinal number spelling for 27 and 62.
- Which ordinal comes after Forty-Ninth?
- Fill in the blank: The 15__ student (write correct suffix).
- Use ordinal numbers to write any two dates in your birthday month.
Tips and Tricks to Remember Ordinal Spellings
- Remember “st” for 1st, “nd” for 2nd, “rd” for 3rd — for all numbers ending with 1, 2, 3 (but not 11, 12, 13!).
- Numbers from 4th onwards use “th” (except those ending with 1, 2, or 3 above).
- “Eighth”, “Ninth”, “Twelfth” have unique spellings — try creating a mnemonic or visual cue for tricky words.
- After twenty, use patterns: “Twenty-first”, “Thirty-second” — just fuse the number names and ordinal suffix.
Vedantu’s live sessions often use charts, games, and tips to help children remember tricky spellings faster.
Ordinal Numbers vs Cardinal Numbers
| Type | Definition | Examples |
|---|---|---|
| Cardinal Numbers | Show quantity or “how many” | One, two, three, 48 |
| Ordinal Numbers | Show position or “which order” | First, second, third, 48th |
For deeper understanding, see Cardinal Numbers article at Vedantu.
Related Concepts and Links
- Ordinal Numbers Worksheet for more practice
- Number Names 1 to 20 for spelling basics
- Number Names 1 to 50 for gradual learning
- Place Value in Maths for understanding order and position
We explored ordinal numbers 1 to 100 — from their definition, real-life application, writing rules, tips, and comparison with counting numbers. Keep practicing on Vedantu to make spelling and using ordinal numbers fast and fun!
FAQs on Ordinal Numbers Explained with Meaning and Examples
1. What are ordinal numbers in Maths?
Ordinal numbers are numbers that show the position or order of something in a sequence. Unlike cardinal numbers (1, 2, 3), ordinal numbers tell us the rank of items such as 1st, 2nd, 3rd, 4th and so on. For example, in a race, the runner who finishes first is in 1st place, and the next is in 2nd place. Ordinal numbers answer the question “Which position?”
2. What is the difference between ordinal numbers and cardinal numbers?
The main difference is that cardinal numbers show quantity, while ordinal numbers show position.
- Cardinal numbers: 1, 2, 3 (tell “how many”).
- Ordinal numbers: 1st, 2nd, 3rd (tell “which position”).
3. How do you write ordinal numbers in words?
Ordinal numbers are written in words by adding special endings such as -st, -nd, -rd, or -th.
- 1 → First
- 2 → Second
- 3 → Third
- 4 → Fourth
- 5 → Fifth
4. What are the suffixes used in ordinal numbers?
Ordinal numbers use the suffixes -st, -nd, -rd, and -th depending on the number.
- Numbers ending in 1 → -st (1st, 21st)
- Numbers ending in 2 → -nd (2nd, 32nd)
- Numbers ending in 3 → -rd (3rd, 43rd)
- Most other numbers → -th (4th, 5th, 11th)
5. How do you convert a cardinal number into an ordinal number?
To convert a cardinal number to an ordinal number, add the correct ordinal suffix based on its last digit.
- 1 → 1st
- 2 → 2nd
- 3 → 3rd
- 4 → 4th
6. Can you give an example of ordinal numbers in a sentence?
An ordinal number describes the position of something in a sentence. Examples include:
- She lives on the 3rd floor.
- Today is the 10th of June.
- He came 1st in the competition.
7. What is the rule for writing ordinal numbers above 20?
For numbers above 20, the ordinal form depends on the last digit of the number.
- 21 → 21st (ends in 1)
- 22 → 22nd (ends in 2)
- 23 → 23rd (ends in 3)
- 24 → 24th (ends in 4)
8. Where are ordinal numbers used in real life?
Ordinal numbers are used in real life to show order, ranking, and position. Common uses include:
- Dates: 5th June
- Floors: 7th floor
- Rankings: 1st place
- Steps in instructions: 2nd step
9. What are some common mistakes with ordinal numbers?
A common mistake is using the wrong suffix or confusing ordinal and cardinal numbers.
- Writing 2th instead of 2nd
- Writing 3th instead of 3rd
- Using 11st instead of 11th
10. Are zero and negative numbers considered ordinal numbers?
Zero and negative numbers are generally not used as ordinal numbers in basic Maths. Ordinal numbers describe position in a sequence starting from 1st (first). Since order begins with first position, there is typically no “0th” or negative ordinal in elementary mathematics.





















