Free Online Tool

Phone Number Converter - Letters to Numbers Converter

Convert vanity phone numbers like 1-800-FLOWERS to their numeric equivalent, or enter digits to see possible letter combinations using the standard telephone keypad.

Conversion Direction

Tap keys or use your keyboard · Backspace to delete · Esc to clear

Result will appear here...

100% Free
No Data Stored
Instant Results

Who Is This Tool For?

This phone number converter is perfect for anyone who needs to work with vanity phone numbers. Whether you are a marketer creating memorable 1-800 numbers, a customer trying to dial a business with a word-based number, or someone exploring creative phone number options for your business, this tool makes conversion instant and easy.

  • Business owners creating vanity numbers
  • Marketers analyzing competitor phone numbers
  • Customers dialing word-based numbers
  • Call center staff verifying phone numbers
  • Anyone curious about phone number letter mappings

How Does the Phone Number Converter Work?

The phone number converter uses the standard telephone keypad mapping that has been in use since the mid-20th century. Each digit from 2-9 corresponds to specific letters:

2ABC
3DEF
4GHI
5JKL
6MNO
7PQRS
8TUV
9WXYZ

In Letters to Numbers mode, each letter you type is converted to its corresponding digit. In Numbers to Letters mode, each digit shows all possible letters it could represent, helping you decode or create vanity numbers.

Complete Phone Keypad Reference

DigitLettersExample Words
1(none)-
2A B CCAB, ACE, CAR
3D E FFED, DEW, EEL
4G H IGIG, HIT, ICE
5J K LJOLT, KILO, LUCK
6M N OMOON, NOON, MONO
7P Q R SPROS, QUIZ, STAR
8T U VTUTU, VIVA, UNIT
9W X Y ZWAXY, ZERO, YOYO
0(none)-

Famous Vanity Phone Number Examples

1-800-FLOWERS

= 1-800-356-9377

1-800-CONTACTS

= 1-800-266-8228

1-800-GO-FEDEX

= 1-800-463-3339

1-800-MATTRES

= 1-800-628-8737

More Encoding Tools

Looking for other encoding and decoding tools? Check out our letters to numbers converter for A1Z26, ASCII, hexadecimal, and binary encoding.